FOMC_sentimential_analysis.ipynb

{
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "4569wUrLzVLY"
      },
      "source": [
        "# Sentimental analysis of Federeal Reserve FOMC meeting minutes using FinBert"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "SwJFEv-Ktxqw"
      },
      "source": [
        "## Install FedTools and transformers packages"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "d7H9xrtwzWS6",
        "outputId": "e9dc597b-b815-445c-a03c-112283e74633"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
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          ]
        }
      ],
      "source": [
        "! pip install FedTools\n",
        "! pip install transformers\n",
        "!pip install yfinance"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "7RaZZBFDt7hV"
      },
      "source": [
        "## Import packages"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "8SvambKqt9oz",
        "outputId": "ea53231b-63ad-4519-a8cb-aa3774fc2d10"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "[nltk_data] Downloading package punkt to /root/nltk_data...\n",
            "[nltk_data]   Unzipping tokenizers/punkt.zip.\n"
          ]
        }
      ],
      "source": [
        "from FedTools import MonetaryPolicyCommittee\n",
        "from FedTools import BeigeBooks\n",
        "from FedTools import FederalReserveMins\n",
        "import transformers\n",
        "from transformers import BertTokenizer, BertForSequenceClassification, pipeline\n",
        "import pandas as pd\n",
        "import numpy as np\n",
        "from nltk import tokenize\n",
        "import nltk\n",
        "nltk.download('punkt')\n",
        "from datetime import date\n",
        "import time\n",
        "import yfinance as yf\n",
        "import matplotlib.pylab as plt\n",
        "import matplotlib.dates as mdates\n",
        "%matplotlib inline\n",
        "from datetime import datetime\n",
        "from pytz import timezone, utc"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "v0VbcixAuD-i"
      },
      "source": [
        "## Web Scrap Federal Reserve Open Market Committee Meeting minutes"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 3,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "V0bgce96uM-h",
        "outputId": "24f5858b-4077-4a6f-c736-c93d8975f488"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Constructing links between 2003 and 2023\n",
            "Extracting Federal Reserve Minutes.\n",
            "Retrieving articles.\n",
            "........................................................................................................................................................................."
          ]
        }
      ],
      "source": [
        "# Define the detail of scrapping\n",
        "fed_mins = FederalReserveMins(\n",
        "            main_url = 'https://www.federalreserve.gov',\n",
        "            calendar_url ='https://www.federalreserve.gov/monetarypolicy/fomccalendars.htm',\n",
        "            start_year = 2003,\n",
        "            historical_split = 2017,\n",
        "            verbose = True,\n",
        "            thread_num = 10)\n",
        "\n",
        "# Put the scrapped result to a DataFrame\n",
        "dataset = fed_mins.find_minutes()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "OAj0hPYyurIm"
      },
      "source": [
        "## Define the natual language processing detail of FinBert"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 4,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
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        "id": "FnfrHh46vhWs",
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      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
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            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "bb14df801e8f4c80aae029c116433454"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
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            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
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          "metadata": {}
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        {
          "output_type": "display_data",
          "data": {
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              "model_id": "d3052e43e77a488e9a5295bbf946c201"
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          },
          "metadata": {}
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      ],
      "source": [
        "# Import the pretrained classifer and tokenizer of Bert from FinBert online source\n",
        "finbert = BertForSequenceClassification.from_pretrained('yiyanghkust/finbert-tone',num_labels=3)\n",
        "tokenizer = BertTokenizer.from_pretrained('yiyanghkust/finbert-tone')\n",
        "\n",
        "# Build up the NLP pipeline with the pretrained classifer model and tokenizer from above\n",
        "nlp = pipeline(\"sentiment-analysis\", model=finbert, tokenizer=tokenizer)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "If-B7fj6S0Nu"
      },
      "source": [
        "## Divide the dataset into 3 different dataset for easier processing"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 5,
      "metadata": {
        "id": "Y8wpEMVhbAwL"
      },
      "outputs": [],
      "source": [
        "dataset0313 = dataset[dataset.index < '2014-01-01']\n",
        "dataset1422 = dataset[(dataset.index > '2013-12-31')&(dataset.index < '2022-12-31')]\n",
        "dataset2323 = dataset[dataset.index >= '2023-01-01']"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "EB00jNuLS6iy"
      },
      "source": [
        "## Calculate the positiveness of the meeting minutes\n",
        "Use nlp setting from above to interate through each sentences of every meeting minutes.\n",
        "<br> Calculate \"(no. of positive sentences - no. of negative sentences)/total number of sentences in a minute\" for each minutes <br>\n",
        "CSV file of positiveness between 2003 to 2022 is provided in github."
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Optional: Calculation of positiveness of 2003 to 2022 (CSV file can be found in Github)"
      ],
      "metadata": {
        "id": "52n9MStxx-JR"
      }
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 527
        },
        "id": "A6XBk1CGzNDN",
        "outputId": "8224826f-a332-4b40-88bb-f37dcbba4428"
      },
      "outputs": [
        {
          "metadata": {
            "tags": null
          },
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "<ipython-input-6-42a00cdfbe5e>:11: SettingWithCopyWarning: \n",
            "A value is trying to be set on a copy of a slice from a DataFrame.\n",
            "Try using .loc[row_indexer,col_indexer] = value instead\n",
            "\n",
            "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
            "  data_positiveness0313.loc[date,\"positiveness\"]=positiveness\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                                         Federal_Reserve_Mins  positiveness\n",
              "2003-01-29  The Federal Reserve, the central bank of the U...      0.045643\n",
              "2003-03-18  A meeting of the Federal Open Market Committee...     -0.174863\n",
              "2003-05-06  A meeting of the Federal Open Market Committee...     -0.250891\n",
              "2003-06-25  A meeting of the Federal Open Market Committee...     -0.092429\n",
              "2003-08-12  A meeting of the Federal Open Market Committee...     -0.042229\n",
              "...                                                       ...           ...\n",
              "2013-06-19  The Federal Reserve, the central bank of the U...     -0.113725\n",
              "2013-07-31  The Federal Reserve, the central bank of the U...     -0.031963\n",
              "2013-09-18  The Federal Reserve, the central bank of the U...     -0.205000\n",
              "2013-10-30  The Federal Reserve, the central bank of the U...     -0.109649\n",
              "2013-12-18  The Federal Reserve, the central bank of the U...      0.027668\n",
              "\n",
              "[87 rows x 2 columns]"
            ],
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              "      <th>Federal_Reserve_Mins</th>\n",
              "      <th>positiveness</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>2003-01-29</th>\n",
              "      <td>The Federal Reserve, the central bank of the U...</td>\n",
              "      <td>0.045643</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2003-03-18</th>\n",
              "      <td>A meeting of the Federal Open Market Committee...</td>\n",
              "      <td>-0.174863</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2003-05-06</th>\n",
              "      <td>A meeting of the Federal Open Market Committee...</td>\n",
              "      <td>-0.250891</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2003-06-25</th>\n",
              "      <td>A meeting of the Federal Open Market Committee...</td>\n",
              "      <td>-0.092429</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2003-08-12</th>\n",
              "      <td>A meeting of the Federal Open Market Committee...</td>\n",
              "      <td>-0.042229</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2013-06-19</th>\n",
              "      <td>The Federal Reserve, the central bank of the U...</td>\n",
              "      <td>-0.113725</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2013-07-31</th>\n",
              "      <td>The Federal Reserve, the central bank of the U...</td>\n",
              "      <td>-0.031963</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2013-09-18</th>\n",
              "      <td>The Federal Reserve, the central bank of the U...</td>\n",
              "      <td>-0.205000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2013-10-30</th>\n",
              "      <td>The Federal Reserve, the central bank of the U...</td>\n",
              "      <td>-0.109649</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2013-12-18</th>\n",
              "      <td>The Federal Reserve, the central bank of the U...</td>\n",
              "      <td>0.027668</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
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            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ],
      "source": [
        "date_list = dataset0313.index.tolist()\n",
        "data_positiveness0313 = dataset0313\n",
        "for date in date_list:\n",
        "    sentence_list = tokenize.sent_tokenize(dataset.loc[date,'Federal_Reserve_Mins'])\n",
        "    positive_sent=0\n",
        "    sentence_list=[sent for sent in sentence_list if len(sent) <= 500]\n",
        "    for sentence in sentence_list:\n",
        "        nlp_result = pd.DataFrame(nlp(sentence))\n",
        "        positive_sent += 1 if nlp_result.loc[0,\"label\"] == \"Positive\" else -1 if nlp_result.loc[0,\"label\"] == \"Negative\" else 0\n",
        "    positiveness = positive_sent/len(sentence_list)\n",
        "    data_positiveness0313.loc[date,\"positiveness\"]=positiveness\n",
        "data_positiveness0313.to_csv(\"positiveness0313.csv\")\n",
        "data_positiveness0313"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 527
        },
        "id": "EC1fDJi-vpE-",
        "outputId": "af8c1f70-649e-42fd-a8ff-1dcc750990f9"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-7-b86078211d2f>:11: SettingWithCopyWarning: \n",
            "A value is trying to be set on a copy of a slice from a DataFrame.\n",
            "Try using .loc[row_indexer,col_indexer] = value instead\n",
            "\n",
            "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
            "  data_positiveness1422.loc[date,\"positiveness\"]=positiveness\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                                         Federal_Reserve_Mins  positiveness\n",
              "2014-01-29  The Federal Reserve, the central bank of the U...      0.013812\n",
              "2014-03-19  The Federal Reserve, the central bank of the U...     -0.123506\n",
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              "2014-06-18  The Federal Reserve, the central bank of the U...     -0.004292\n",
              "2014-07-30  The Federal Reserve, the central bank of the U...      0.000000\n",
              "...                                                       ...           ...\n",
              "2022-06-15  The Federal Reserve, the central bank of the U...     -0.147727\n",
              "2022-07-27  The Federal Reserve, the central bank of the U...     -0.236934\n",
              "2022-09-21  The Federal Reserve, the central bank of the U...     -0.147410\n",
              "2022-11-02  The Federal Reserve, the central bank of the U...     -0.133588\n",
              "2022-12-14  The Federal Reserve, the central bank of the U...     -0.167969\n",
              "\n",
              "[72 rows x 2 columns]"
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            ]
          },
          "metadata": {},
          "execution_count": 7
        }
      ],
      "source": [
        "date_list = dataset1422.index.tolist()\n",
        "data_positiveness1422 = dataset1422\n",
        "for date in date_list:\n",
        "    sentence_list = tokenize.sent_tokenize(dataset.loc[date,'Federal_Reserve_Mins'])\n",
        "    positive_sent=0\n",
        "    sentence_list=[sent for sent in sentence_list if len(sent) <= 500]\n",
        "    for sentence in sentence_list:\n",
        "        nlp_result = pd.DataFrame(nlp(sentence))\n",
        "        positive_sent += 1 if nlp_result.loc[0,\"label\"] == \"Positive\" else -1 if nlp_result.loc[0,\"label\"] == \"Negative\" else 0\n",
        "    positiveness = positive_sent/len(sentence_list)\n",
        "    data_positiveness1422.loc[date,\"positiveness\"]=positiveness\n",
        "data_positiveness1422.to_csv(\"positiveness1422.csv\")\n",
        "data_positiveness1422"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Calculation of positiveness of 2023"
      ],
      "metadata": {
        "id": "O5e_NqWTxqjd"
      }
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "metadata": {
        "id": "6VSaxI9kcveL",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 341
        },
        "outputId": "25159c63-f35c-4296-ffb9-34578e766e46"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-6-ee65d518e8cc>:11: SettingWithCopyWarning: \n",
            "A value is trying to be set on a copy of a slice from a DataFrame.\n",
            "Try using .loc[row_indexer,col_indexer] = value instead\n",
            "\n",
            "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
            "  data_positiveness2323.loc[date,\"positiveness\"]=positiveness\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                                         Federal_Reserve_Mins  positiveness\n",
              "2023-02-01  The Federal Reserve, the central bank of the U...     -0.170370\n",
              "2023-03-22  The Federal Reserve, the central bank of the U...     -0.202166\n",
              "2023-05-03  The Federal Reserve, the central bank of the U...     -0.102362\n",
              "2023-06-14  The Federal Reserve, the central bank of the U...     -0.041322\n",
              "2023-07-26  The Federal Reserve, the central bank of the U...     -0.046414\n",
              "2023-09-20  The Federal Reserve, the central bank of the U...     -0.043860"
            ],
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              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
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              "    fill: var(--fill-color);\n",
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              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
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              "    background-color: var(--disabled-bg-color);\n",
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              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
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              "  }\n",
              "\n",
              "  @keyframes spin {\n",
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              "    <button class=\"colab-df-generate\" onclick=\"generateWithVariable('dataset2323')\"\n",
              "            title=\"Generate code using this dataframe.\"\n",
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              "\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ],
      "source": [
        "date_list = dataset2323.index.tolist()\n",
        "data_positiveness2323 = dataset2323\n",
        "for date in date_list:\n",
        "    sentence_list = tokenize.sent_tokenize(dataset.loc[date,'Federal_Reserve_Mins'])\n",
        "    positive_sent=0\n",
        "    sentence_list=[sent for sent in sentence_list if len(sent) <= 500]\n",
        "    for sentence in sentence_list:\n",
        "        nlp_result = pd.DataFrame(nlp(sentence))\n",
        "        positive_sent += 1 if nlp_result.loc[0,\"label\"] == \"Positive\" else -1 if nlp_result.loc[0,\"label\"] == \"Negative\" else 0\n",
        "    positiveness = positive_sent/len(sentence_list)\n",
        "    data_positiveness2323.loc[date,\"positiveness\"]=positiveness\n",
        "\n",
        "data_positiveness2323"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "CZPRHa3TVqwN"
      },
      "source": [
        "## Import the dataset from csv\n",
        "**Caution: Please first upload the 2 csv file in this notebook! <br>**\n",
        "It took too long the do the nlp for every meeting minutes, therefore the result is previously downloaded and reupload now."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 423
        },
        "id": "CsHZPIDzwRzq",
        "outputId": "93e0563e-a3a1-48ee-a2a9-2fe4bdc974bd"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                                         Federal_Reserve_Mins  positiveness\n",
              "2003-01-29  The Federal Reserve, the central bank of the U...      0.045643\n",
              "2003-03-18  A meeting of the Federal Open Market Committee...     -0.174863\n",
              "2003-05-06  A meeting of the Federal Open Market Committee...     -0.250891\n",
              "2003-06-25  A meeting of the Federal Open Market Committee...     -0.092429\n",
              "2003-08-12  A meeting of the Federal Open Market Committee...     -0.042229\n",
              "...                                                       ...           ...\n",
              "2023-03-22  The Federal Reserve, the central bank of the U...     -0.202166\n",
              "2023-05-03  The Federal Reserve, the central bank of the U...     -0.102362\n",
              "2023-06-14  The Federal Reserve, the central bank of the U...     -0.041322\n",
              "2023-07-26  The Federal Reserve, the central bank of the U...     -0.046414\n",
              "2023-09-20  The Federal Reserve, the central bank of the U...     -0.043860\n",
              "\n",
              "[165 rows x 2 columns]"
            ],
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              "                                                    [key], {});\n",
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              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
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              "        document.querySelector('#df-55ff2c0c-0d93-4953-9586-865238711ded button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
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              "  </script>\n",
              "</div>\n",
              "\n",
              "  <div id=\"id_5b00622d-f721-4ef6-bad8-2230396e6639\">\n",
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              "      .colab-df-generate {\n",
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              "        display: none;\n",
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              "        height: 32px;\n",
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              "\n",
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              "\n",
              "      [theme=dark] .colab-df-generate {\n",
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              "\n",
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              "        background-color: #434B5C;\n",
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              "      }\n",
              "    </style>\n",
              "    <button class=\"colab-df-generate\" onclick=\"generateWithVariable('data_positiveness')\"\n",
              "            title=\"Generate code using this dataframe.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
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              "  </svg>\n",
              "    </button>\n",
              "    <script>\n",
              "      (() => {\n",
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              "        document.querySelector('#id_5b00622d-f721-4ef6-bad8-2230396e6639 button.colab-df-generate');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      buttonEl.onclick = () => {\n",
              "        google.colab.notebook.generateWithVariable('data_positiveness');\n",
              "      }\n",
              "      })();\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 7
        }
      ],
      "source": [
        "data_positiveness0313=pd.read_csv(\"positiveness0313.csv\", index_col=0)\n",
        "data_positiveness1422=pd.read_csv(\"positiveness1422.csv\", index_col=0)\n",
        "\n",
        "#Combine all three subset\n",
        "data_positiveness=pd.concat([data_positiveness0313, data_positiveness1422], ignore_index=False)\n",
        "data_positiveness.index = pd.to_datetime(data_positiveness.index)\n",
        "data_positiveness=pd.concat([data_positiveness, data_positiveness2323], ignore_index=False)\n",
        "data_positiveness.index = pd.to_datetime(data_positiveness.index)\n",
        "data_positiveness"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "eWOaq57XWHSE"
      },
      "source": [
        "## Get the history of S&P 500 etf(ticker = SPY):"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 472
        },
        "id": "a9QsjRvpwGKK",
        "outputId": "4e6be43a-cf54-4630-fbdd-a396011b49f4"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\r[*********************100%%**********************]  1 of 1 completed\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                  Close  row_num  Untrended_Close  6m_return  1y_return  \\\n",
              "Date                                                                      \n",
              "2003-01-02   909.030029        0       909.030029   0.084343   0.219410   \n",
              "2003-01-03   908.590027        1       908.323390   0.105471   0.235122   \n",
              "2003-01-06   929.010010        2       928.464831   0.084854   0.209535   \n",
              "2003-01-07   922.929993        3       922.117696   0.085900   0.220385   \n",
              "2003-01-08   909.929993        4       908.862342   0.086567   0.243964   \n",
              "...                 ...      ...              ...        ...        ...   \n",
              "2023-10-26  4137.229980     5240       888.748009        NaN        NaN   \n",
              "2023-10-27  4117.370117     5241       884.222207        NaN        NaN   \n",
              "2023-10-30  4166.819824     5242       894.579133        NaN        NaN   \n",
              "2023-10-31  4193.799805     5243       900.107270        NaN        NaN   \n",
              "2023-11-01  4237.859863     5244       909.296874        NaN        NaN   \n",
              "\n",
              "            2y_return  3y_return  \n",
              "Date                              \n",
              "2003-01-02   0.322377   0.395774  \n",
              "2003-01-03   0.307575   0.401578  \n",
              "2003-01-06   0.274195   0.370793  \n",
              "2003-01-07   0.287086   0.392792  \n",
              "2003-01-08   0.303606   0.417856  \n",
              "...               ...        ...  \n",
              "2023-10-26        NaN        NaN  \n",
              "2023-10-27        NaN        NaN  \n",
              "2023-10-30        NaN        NaN  \n",
              "2023-10-31        NaN        NaN  \n",
              "2023-11-01        NaN        NaN  \n",
              "\n",
              "[5245 rows x 7 columns]"
            ],
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              "      <th>Date</th>\n",
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              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
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              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>2003-01-02</th>\n",
              "      <td>909.030029</td>\n",
              "      <td>0</td>\n",
              "      <td>909.030029</td>\n",
              "      <td>0.084343</td>\n",
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              "      <td>0.322377</td>\n",
              "      <td>0.395774</td>\n",
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              "    <tr>\n",
              "      <th>2003-01-03</th>\n",
              "      <td>908.590027</td>\n",
              "      <td>1</td>\n",
              "      <td>908.323390</td>\n",
              "      <td>0.105471</td>\n",
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              "      <td>0.307575</td>\n",
              "      <td>0.401578</td>\n",
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              "    <tr>\n",
              "      <th>2003-01-06</th>\n",
              "      <td>929.010010</td>\n",
              "      <td>2</td>\n",
              "      <td>928.464831</td>\n",
              "      <td>0.084854</td>\n",
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              "      <td>0.274195</td>\n",
              "      <td>0.370793</td>\n",
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              "    <tr>\n",
              "      <th>2003-01-07</th>\n",
              "      <td>922.929993</td>\n",
              "      <td>3</td>\n",
              "      <td>922.117696</td>\n",
              "      <td>0.085900</td>\n",
              "      <td>0.220385</td>\n",
              "      <td>0.287086</td>\n",
              "      <td>0.392792</td>\n",
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              "    <tr>\n",
              "      <th>2003-01-08</th>\n",
              "      <td>909.929993</td>\n",
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              "      <td>908.862342</td>\n",
              "      <td>0.086567</td>\n",
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              "      <th>2023-10-27</th>\n",
              "      <td>4117.370117</td>\n",
              "      <td>5241</td>\n",
              "      <td>884.222207</td>\n",
              "      <td>NaN</td>\n",
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              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
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              "      <th>2023-10-30</th>\n",
              "      <td>4166.819824</td>\n",
              "      <td>5242</td>\n",
              "      <td>894.579133</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
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              "      <th>2023-10-31</th>\n",
              "      <td>4193.799805</td>\n",
              "      <td>5243</td>\n",
              "      <td>900.107270</td>\n",
              "      <td>NaN</td>\n",
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              "      <th>2023-11-01</th>\n",
              "      <td>4237.859863</td>\n",
              "      <td>5244</td>\n",
              "      <td>909.296874</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
              "      <td>NaN</td>\n",
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              "  </tbody>\n",
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              "<p>5245 rows × 7 columns</p>\n",
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              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "\n",
              "  <div id=\"id_dbd5b6a7-25fc-4bc1-9976-e6a7344e1cb2\">\n",
              "    <style>\n",
              "      .colab-df-generate {\n",
              "        background-color: #E8F0FE;\n",
              "        border: none;\n",
              "        border-radius: 50%;\n",
              "        cursor: pointer;\n",
              "        display: none;\n",
              "        fill: #1967D2;\n",
              "        height: 32px;\n",
              "        padding: 0 0 0 0;\n",
              "        width: 32px;\n",
              "      }\n",
              "\n",
              "      .colab-df-generate:hover {\n",
              "        background-color: #E2EBFA;\n",
              "        box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "        fill: #174EA6;\n",
              "      }\n",
              "\n",
              "      [theme=dark] .colab-df-generate {\n",
              "        background-color: #3B4455;\n",
              "        fill: #D2E3FC;\n",
              "      }\n",
              "\n",
              "      [theme=dark] .colab-df-generate:hover {\n",
              "        background-color: #434B5C;\n",
              "        box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "        filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "        fill: #FFFFFF;\n",
              "      }\n",
              "    </style>\n",
              "    <button class=\"colab-df-generate\" onclick=\"generateWithVariable('SP500_df')\"\n",
              "            title=\"Generate code using this dataframe.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M7,19H8.4L18.45,9,17,7.55,7,17.6ZM5,21V16.75L18.45,3.32a2,2,0,0,1,2.83,0l1.4,1.43a1.91,1.91,0,0,1,.58,1.4,1.91,1.91,0,0,1-.58,1.4L9.25,21ZM18.45,9,17,7.55Zm-12,3A5.31,5.31,0,0,0,4.9,8.1,5.31,5.31,0,0,0,1,6.5,5.31,5.31,0,0,0,4.9,4.9,5.31,5.31,0,0,0,6.5,1,5.31,5.31,0,0,0,8.1,4.9,5.31,5.31,0,0,0,12,6.5,5.46,5.46,0,0,0,6.5,12Z\"/>\n",
              "  </svg>\n",
              "    </button>\n",
              "    <script>\n",
              "      (() => {\n",
              "      const buttonEl =\n",
              "        document.querySelector('#id_dbd5b6a7-25fc-4bc1-9976-e6a7344e1cb2 button.colab-df-generate');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      buttonEl.onclick = () => {\n",
              "        google.colab.notebook.generateWithVariable('SP500_df');\n",
              "      }\n",
              "      })();\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 8
        }
      ],
      "source": [
        "date = datetime.now(tz=utc)\n",
        "today = date.astimezone(timezone('US/Pacific'))\n",
        "today_date = today.strftime(\"%Y-%m-%d\")\n",
        "\n",
        "# Set up the date range of history price\n",
        "start_date = \"2003-01-01\"\n",
        "end_date = today_date\n",
        "\n",
        "# Retrieve\n",
        "ticker = \"^GSPC\"\n",
        "yfdata=yf.download(ticker,start_date,end_date)\n",
        "SP500_df = yfdata[[\"Close\"]]\n",
        "SP500_df = SP500_df.reset_index()\n",
        "\n",
        "# Prepare a column of growth removed \"Close\"\n",
        "SP500_df['row_num'] = SP500_df.index\n",
        "multi_factor = (SP500_df.iloc[-1]['Close'] / SP500_df.iloc[0]['Close']) ** (1 / len(SP500_df))\n",
        "SP500_df['Untrended_Close']=SP500_df['Close']*(1/(multi_factor**SP500_df['row_num']))\n",
        "\n",
        "# Prepare column of 6 month reutrn, 1 year return and 2 year return\n",
        "SP500_df['6m_return']=(SP500_df['Close'].shift(-126)-SP500_df['Close'])/SP500_df['Close']\n",
        "SP500_df['1y_return']=(SP500_df['Close'].shift(-252)-SP500_df['Close'])/SP500_df['Close'] # 1year is approximately have 252 trading days\n",
        "SP500_df['2y_return']=(SP500_df['Close'].shift(-504)-SP500_df['Close'])/SP500_df['Close']\n",
        "SP500_df['3y_return']=(SP500_df['Close'].shift(-756)-SP500_df['Close'])/SP500_df['Close']\n",
        "# Make Date as index\n",
        "SP500_df = SP500_df.set_index(SP500_df.columns[0])\n",
        "\n",
        "SP500_df"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Visualization of sentiment of FOMC meeting"
      ],
      "metadata": {
        "id": "Hzlvxtx7CsyE"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "\n",
        "plt.figure(figsize=(6,6))\n",
        "# Setting the style for seaborn for the plot\n",
        "sns.set(style=\"whitegrid\")\n",
        "\n",
        "# Creating a histogram\n",
        "sns.histplot(data_positiveness['positiveness'], bins=20, kde=False)\n",
        "\n",
        "# Giving the histogram a title\n",
        "plt.title('Histogram of positiveness Column')\n",
        "\n",
        "# Providing labels\n",
        "plt.xlabel('Positiveness')\n",
        "plt.ylabel('Frequency')\n",
        "\n",
        "# Displaying the plot\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 573
        },
        "id": "y9HKZjABC0Ux",
        "outputId": "417aa43a-4ea6-4f2c-b363-3b29af186e49"
      },
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 600x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Sjj72YoahdPW"
      },
      "source": [
        "## Does the sentiment of the meeting minutes correlated with the market?"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "z4HrfeZDhk40"
      },
      "source": [
        "### Plot of SP500 and sentiment"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 10,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 529
        },
        "id": "H31hHa0AYEgY",
        "outputId": "b3c18524-96e1-4a89-d4ff-bc0d3f71d977"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x700 with 2 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ],
      "source": [
        "fig, ax1 = plt.subplots(figsize=(15, 7))\n",
        "\n",
        "color = 'tab:blue'\n",
        "# we already handled the x-label with ax1\n",
        "ax1.set_ylabel('SP500', color=color)\n",
        "ax1.plot(SP500_df['Close'], color=color)\n",
        "ax1.tick_params(axis='y', labelcolor=color)\n",
        "\n",
        "ax2 = ax1.twinx()  # instantiate a second axes that shares the same x-axis\n",
        "\n",
        "color = 'tab:orange'\n",
        "# we already handled the x-label with ax1\n",
        "ax2.set_ylabel('Positiveness', color=color)\n",
        "ax2.plot(data_positiveness[\"positiveness\"], color=color)\n",
        "ax2.tick_params(axis='y', labelcolor=color)\n",
        "\n",
        "fig.tight_layout()  # otherwise the right y-label is slightly clipped\n",
        "ax1.xaxis.set_major_locator(mdates.YearLocator())\n",
        "ax1.xaxis.set_major_formatter(mdates.DateFormatter('%Y'))\n",
        "\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "wK42GhNHhp4K"
      },
      "source": [
        "### Plot of sentiment and S&P500(removed growth)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 530
        },
        "id": "x-Oxwn4qT2Tv",
        "outputId": "0896bd74-ae40-4d53-fa0c-cac488d0d169"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x700 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "fig, ax1 = plt.subplots(figsize=(15, 7))\n",
        "\n",
        "color = 'tab:blue'\n",
        "# we already handled the x-label with ax1\n",
        "ax1.set_ylabel('SP500', color=color)\n",
        "ax1.plot(SP500_df['Untrended_Close'], color=color)\n",
        "ax1.tick_params(axis='y', labelcolor=color)\n",
        "\n",
        "ax2 = ax1.twinx()  # instantiate a second axes that shares the same x-axis\n",
        "\n",
        "color = 'tab:orange'\n",
        "# we already handled the x-label with ax1\n",
        "ax2.set_ylabel('Positiveness', color=color)\n",
        "ax2.plot(data_positiveness[\"positiveness\"], color=color)\n",
        "ax2.tick_params(axis='y', labelcolor=color)\n",
        "\n",
        "fig.tight_layout()  # otherwise the right y-label is slightly clipped\n",
        "ax1.xaxis.set_major_locator(mdates.YearLocator())\n",
        "ax1.xaxis.set_major_formatter(mdates.DateFormatter('%Y'))\n",
        "\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "CH5epGbWAqXw"
      },
      "source": [
        "## Scatter plot of 6 month return and positiveness"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 573
        },
        "id": "2PRG6vgGlEdy",
        "outputId": "53f937c6-4e96-47ac-c98f-a7e35e7df540"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ],
            "image/png": 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s/qOJtUGwcM1GLto2MtGukSvUbRsdHd1oGUsHZHa7XaWlpXW2FxcXKy4urtH9ExISlJCQIOlUUo/i4mL9z//8j18BWYsWLdSlSxef9w+E8vJy7du3TykpKYqJiTG1Lggs2jbynKg8Ia079e/O53RWkj3J3AohoLhmIxdtG5lo18hlRtvu3r3bUDlLB2Spqal15oqVlpbqxx9/rDO3zIhevXrp008/9atONptNsbGxfh0jUGJiYsKmLggs2jZyOJs7a/4d04p2jVRcs5GLto1MtGvkCmXbGhmuKFk8qcfgwYOVk5OjkpKSmm3r1q1TVFSULrroIq+P9+WXX6pTp06BrCIAAAAANMjSPWSTJk3SsmXLNH36dE2bNk2HDx/WvHnzNGnSJLc1yLKyslRQUKCPPvpIkvTJJ59oxYoVuvTSS9WhQwcVFxdr9erV+vzzz/XUU0+Z9XYAAAAANDGWDsji4uK0dOlSPfroo5o+fbpat26tCRMmaObMmW7lHA6Hqqura37u1KmTKisr9eSTT+ro0aM644wz1K1bNy1btkwXXHBBqN8GAAAAgCbK0gGZJKWlpenll1/2WGbZsmV19vnzn/8cxFoBAAAAQOMsPYcMAAAAAKyMgAwAAAAATEJABgAAAAAmISADAAAAAJMQkAEAAACASQjIAAAAAMAkBGQAAAAAYBICMgAAAAAwCQEZAAAAAJiEgAwAAAAATEJABgAAAAAmISADAAAAAJMQkAEAAACASQjIAAAAAMAkBGQAAAAAYBICMgAAAAAwCQEZAAAAAJiEgAwAAAAATEJABgAAAAAmISADAAAAAJMQkAEAAACASQjIAAAAAMAkBGQAAAAAYJLmZlcAABAa1Q6nduYXqqikQgn2VuqZmqhmUTazqwUAQJNGQAYATUBOboEWrdimwuKKmm2Jca00dVyGBmUmm1gzAACaNoYsAkCEy8kt0Jylm92CMUkqLK7QnKWblZNbYFLNAAAAARkARLBqh1OLVmzzWGbxyu2qdjhDVCMAAHA6AjIAiGA78wvr9IzVduRYuXbmF4aoRgAA4HQEZAAQwYpKPAdj3pYDAACBRUAGABEswd4qoOUAAEBgEZABQATrmZqoxDjPwVZSfIx6piaGqEYAAOB0BGQAEMGaRdk0dVyGxzJTxqazHhkAACYhIAOACDcoM1mzsvrX6SlLio/RrKz+rEMGAICJWBgaAJqAQZnJGpDeQTvzC1VUUqEEeyv1TE2kZwwAAJMRkAFAE9EsyqaMLklmVwMAAJyGIYsAAAAAYBICMgAAAAAwCUMWAcDiqh1O5oYBAGBRBGQAYGE5uQVatGKbCosrarYlxrXS1HEZZE8EAMACGLIIABaVk1ugOUs3uwVjklRYXKE5SzcrJ7fApJoBAACjCMgAwIKqHU4tWrHNY5nFK7er2uEMUY0AAIAvCMgAwIJ25hfW6Rmr7cixcu3MLwxRjQAAgC8IyADAgopKPAdj3pYDAADmICADAAtKsLcKaDkAAGAOAjIAsKCeqYlKjPMcbCXFx6hnamKIagQAAHxBQAYAFtQsyqap4zI8lpkyNp31yAAACHMEZABgUYMykzUrq3+dnrKk+BjNyurPOmQAAFiA5ReG3rNnj2bPnq2vvvpKrVu31tixY/W73/1O0dHRDe7zww8/6OWXX9aGDRt04MABtW3bVv3799edd96ps88+O4S1BwD/DMpM1oD0DtqZX6iikgol2FupZ2oiPWMAAFiEpQOy4uJiZWVlKSUlRdnZ2Tp8+LDmzp2riooKPfjggw3ut2PHDn300Uf69a9/rfPOO09Hjx7V888/r4kTJ2r16tVKSEgI4bsAAP80i7Ipo0uS2dUAAAA+sHRA9sYbb+jEiRNasGCB4uPjJUnV1dX64x//qGnTpql9+/b17te3b1+tXbtWzZv//Pb79OmjSy+9VCtWrNDNN98ciuoDAAAAaOIsPYfs008/1cCBA2uCMUkaPXq0HA6HNmzY0OB+drvdLRiTpLPOOksJCQn64YcfglVdAAAAAHBj6YAsPz9fqampbtvsdrvatWun/Px8r461d+9eFRYWKi0tLZBVBAAAAIAGWXrIYklJiex2e53tcXFxKi4uNnwcp9Op2bNn68wzz9Tll1/uV52cTqfKysr8Ooa/ysvL3f7f1DkcTuXtP6pjpScV37alepxzhqIsmvCAto08ZZU/f1+UV5Qb+v6IpHM60nHNRi7aNjLRrpHLjLZ1Op2y2Rr/+2zpgCxQsrOztXHjRi1ZskSxsbF+Hauqqkp5eXkBqpl/9u3bZ3YVTLfzYLnWfXlMJWXVNdvssc00qm+8enaKMbFm/qFtI0f5Tz//YTiw/4B+bP6jx/KRek5HOq7ZyEXbRibaNXKFum09ZX53sXRAZrfbVVpaWmd7cXGx4uLiDB3jrbfe0nPPPafHHntMAwcO9LtOLVq0UJcuXfw+jj/Ky8u1b98+paSkKCam6d6gbdpxWG99lltne0lZtd76rFB3TsrUgF71J34JV7Rt5DlReUJad+rfnc/prCR7w9kSI/GcjnRcs5GLto1MtGvkMqNtd+/ebaicpQOy1NTUOnPFSktL9eOPP9aZW1afjz76SA8//LBuv/12TZgwISB1stlsfveyBUpMTEzY1CXUqh1OLV37jccyr6z7jwb3TbHkek1NuW0jjbO5s+bfMa0abtdAn9PVDidrl4UQ12zkom0jE+0auULZtkaGK0oWD8gGDx6shQsXus0lW7dunaKionTRRRd53HfTpk268847NXHiRE2fPj0U1UUI7cwvVGFxhccyR46Va2d+Ies3wRICeU7n5BZo0YptbsdLjGulqeMyNCgzOSD1BQAAxlg6y+KkSZPUunVrTZ8+XZ9//rn++te/at68eZo0aZLbGmRZWVkaPnx4zc979uzR9OnTlZKSorFjx+rrr7+u+e/AgQNmvBUEWFGJ5xtXb8sBZgvUOZ2TW6A5SzfXCe4Kiys0Z+lm5eQW+FxHAADgPUv3kMXFxWnp0qV69NFHNX36dLVu3VoTJkzQzJkz3co5HA5VV/88AX7r1q0qLS1VaWmprrnmGrey48eP19y5c0NSfwRPgr1VQMsBZgvEOV3tcGrRim0e91+8crsGpHdg+CIAACFi6YBMktLS0vTyyy97LLNs2TK3n6+88kpdeeWVQawVzNYzNVGJca08DvFKio9Rz9TEENYKTZm/c7YCcU4zlBcAgPBj+YAMqE+zKJumjsvQnKWbGywzZWw6vQAICU9zts7rbiwjbCDOaYbyAgAQfiw9hwzwZFBmsmZl9VdinPsQrqT4GM3K6k/yAoREY3O2Nm7/zvCx/D2nGcoLAED4oYcMEW1QZrIGpHcgvTdMYWTO1l9W7/TqmP6c01YeykuafgBApCIgQ8RrFmVjPgxMYWTOVmFxuWT37ri+ntNWHcpLmn4AQCRjyCIABEk4zsWy2lBe0vRHlmqHU9t2H9H6LYe0bfcRVTucje8EABGOHjIACJJwnYtllaG8pOmPLPR0AkD96CEDgCBxzdnyJDEuJkS1ceca9jikT0dldEkKy4DGmzT9CG/0dAJAwwjIACBIXHO2PLnplz1DVBvrIU1/ZDDa08nwRQBNFQEZAARRY3O2LkzvYFLNwh9p+iMDPZ0A4BlzyAAgyDzN2TpRecLs6oUtK6fpx8+OFJcHtBwARBp6yAAgBFxzti7ufbYk6fOvvyXLXCOMDPkMxzT9cFdyvDKg5QAg0tBDBgAhUl+WObuXa5A1Na4hn7U/t6T4GE0Zm052Pguwt44OaDkAiDQEZAAQAq4sc7UVlVR4vTB0UzMoM1n9ep6ltRv26rvCE+qQ2FqjLzpX0c0Z5GEFSfHGMokaLQcAkYaADACCzEiWOUlyOBm+WJ/6ehbfW7+b9assgrmAAOAZjxcBIMiMZJmTpF0HjgW/MhbD+lXWx1zAxlU7nNq2+4jWbznE3FKgCaKHDACCzOg6WcdKTwa5JtZidP2qAekdmvTNvBUwF7Bh9fUAJ8a1ogcYaEIIyAAfVTuc9aYxB2ozuk5WfNuWQa6JtXizflVGl6QQ1Qq+8rT8Q1PV0NxSVw/wrKz+BGVAE0BABvjAlyeaBHBNl5E5NJLUrXN8aCpkEUZ7Fo2Wg/lcyz+AHmAAPyMgA7zkyxNNhqQ0ba45NPWdN6eLskX2TZe3DyWM9iwaLQeEE3qAAbgQkAFe8OWJJkNSIDU8hyYxLkYycf5+qHpufXkoQXY+RDJ6gAG4EJABXvD2iSZDUnC6+ubQnNOxlV57wpz6hKLnttrh1Fsf79LyD3bV+V1jDyWM9Cw29ex8sC56gAG4kPYe8IK3TzS9CeDQNLjm0Azp01EZXZJMCyZCkU4+J7dAk2d/WG8wdrrFK7c3mObb1bOYGOd+U5oUH0PvMizN1QPsCT3AQNNADxngBW+faDIkBeEoFD23DQ3VrU9j82TIzmd9JDWqKxx7gGknwBwEZIAXvJ3TwpAUhKNgJxMwEvDV1thDCbLzWRdJjRoWTuuz0U6AeQjIAC94+0STpAQIBW+fage759ZIwFcbDyUiE0mNGhcOPcC0E2AuAjLAS9480QzHISmRrqkNufHlqXawe269DeR4KBGZSGpknJk9wLQTYD4CMsAH3jzRDKchKZGuqQ258fWpdrB7br0N5HgoEZlYZ8saaCfAfARkgI+8eaIZDkNSIp0Vh9xUO5zann+k5meH0/iCZP481Q52z62RgE+K7GAZJDWyCtoJMB9p74EQCZd05+Gu2uHUtt1HtH7LIW3bfaTBdOi19zESnBg5Vqi4UsI/vHhjzbaZ83MMp5v3d0mFYKaTdwV8nlw7srtefGCE4dfx5byAuUhqZA20E2A+esgAhA1fhxxabchNQ715R0tOGu7NC8RT7WD23AZyqG5TG4oaKUhqZA20E2A+AjIAYcGfIYdWGnITqAn0gXqqHcxkAoEI+Kw4FBWnkNTIGmgnwHwMWQRgOn+HHFppyI2/Qw1dXE+1PQmHp9r+DNW14lBUuAvm0FgEDu3087DoDbnfae/hCjn4XkEI0UMGwHT+Djm00pCbQPXmNYWn2lYbior6kdTIGppyO9U3LPr9zZ9p2vjMJhGMwnz0kAEwnb9BipEkEuESnASyNy/Sn2pbaSgqPPPUU0rClvDRFJNPuYZF1374U/R/c3qNJloC/EEPGQDTBSJIscp6b4HuzYvkp9pWGorqq6a2kHltJGyBmVgUG+GCgAyA6QIVpFghOAnGUMNgJuYwk5WGovqiqQcjTSFhS1MPuMMdw6IRLgjIAJgukEGKFYKT03vzDp92M5Bgb6np40N/ExquN42RPE+usWDkiktSdWF6h7Bpi0BrCj0TTT3gtgKGRSNcEJABCAtWGXIYKK7evC++OaB1b57a9tTtg9T+jDNDWo9wv2mMxPPCSDCy6rN8rfosP6zaIpAivWeiKfT+RYKmMCwa1kBABiBsWGHIYSA1i7IpPfXnm80oW2jfp1VuGiPtvDASjLiEW1sESiT3TDSF3r9IEenDomEdZFkEAohsYf5rilm+zGC1Nb6aRdnUMzVRCfZWKiqp0M78woDXLVTXry9BRji1RSBEcs9EoNYaRPBZKUMvIhs9ZECAhPvQL+B0VhsyFuzrK5TXry9BRji1RSBEcs9EJPf+RaKGhkUnxrXU1HGsQ4bQICADAsAqQ78AFyvdNAb7+gr08U9PkhLbUlKtni0jwUh9wqEtAiWSE7ZEcu9fpDp9WPT3R4pVXPS9Rg3urTZtWptdNTQRBGSAn5gvACuyyk1jsK+vQB+/vp42e2wz3aJE/aL/uZKMBSP1MbstAi0SE7ZIxgLuxLhWqnY6tX7LIcvPiYwUruHyacmxyss7pijaAyFEQAb4yWpDvwDJOkPGgn19BfL4DfW0lZRV66k3ctWyZcuaIKOhYKQh4dAWwRBpCVskYwF3ZVW1/t/CnJqfGd4ONG0k9QD8ZKWhX2Yj6Un4sMpk9mBfX4E6vi9JUgZlJuvFB0bo8Vsv0hWXpHrcNxRtYdb1GYmJfFwBd2Kce69m29hoSVJpWZXbdtfw2JzcgpDVEUD4oIcM8JNVhn6ZjaQn4ccKQ8aCfX0F6vi+9rS5gpGMLknqlZpoWltwfQZe7d6/+DYt9fQbWzzuw/B2oGkiIAP8ZJWhX2Yi6Un4amjImCRt233E9GFkwb6+AnX8QPS0mTV8j+szeFwBt3TqemJ4O4D6WD4g27Nnj2bPnq2vvvpKrVu31tixY/W73/1O0dHRHvd77bXX9Omnn2rr1q06evSonn32WY0aNSpEtUYkieRsYYFA0pPwd/pNoxRevSXBvr4CdfxA9bTVbgtvnZ7h0UhAx/UZOgxvB9AQS88hKy4uVlZWlqqqqpSdna2ZM2fqrbfe0ty5cxvdd+XKlTp69KiGDBkSgpoi0jU0XyApPqbJP11mkdT6uebrfPb1t2ZXxY2rt6R2m5k5x6Wh6ysxrpWuHdlNVT85/JrzFIjr19XT5kmwe8pzcgs0efaHuu/5DfrTa1/qvuc3aPLsDz22Gddn6DC8HUBDLN1D9sYbb+jEiRNasGCB4uPjJUnV1dX64x//qGnTpql9+/Ye942KitKhQ4e0YsWK0FQYES0Ss4UFAk+F6zq9B+onVUj2U9s35/2gMQPbmVavcO4tqX19FRw5oQ827tPyD3bVlPGnF8/f69fsnnJfhx36en162xMHhrcDaJile8g+/fRTDRw4sCYYk6TRo0fL4XBow4YNHveNirL0W0eYisRsYf7iqbC7hnqgJCn7ne2mZlkL994S1/XVonmUln/wb7978WpnFZTk1/U7KDNZf7ihn+yt3YfM22Ob6c5JmUHrKfclw6OLL9enLz1xsE5mUwChZ+moJD8/X6mp7qmC7Xa72rVrp/z8fJNqBeB04TCUK1z4c+McClbozQzUZxiMoCInt0BLVm5XyYnKmm1tY1toRJ84DejV8IgNf/kTSHt7fYbjkFYrYXg7gPpYeshiSUmJ7HZ7ne1xcXEqLi42oUaS0+lUWVmZKa/tUl5e7vZ/RA6rtm3W6K566o3cBn9/w6j/0skKa70nX+zYW2ToxnlL3rfqdW5CiGr1s9iWxsuZ9T0XiM9w047D9Z6PrqDizkmZGtCrvRwOp/L2H9Wx0pOKb9tSPc45Q1EN9F40dMzSsiq983mRzjrzoC45v5OBd+i9748Y+3v3/ZFipSXH1tlu9Pp0OJx64b2Gy0nSohW5ykyNa/BzCgZv2imQfP0+7t0lXgvuvLjeOpt9/wDr/p1F48xoW6fTKZut8e8jSwdk4aiqqkp5eXlmV0OStG/fPrOrgCCxWtvao6SrLknUui+PqaSs+uftsc00qm+87FFF2rGjUPt/PKnj5Q61iYnSOe1ahvSmLhR27DN2s7Xj33sVVXE4yLWpK29/mWw2yemhc8ke20wq+155eaGvn+T/Z+hwOLVk1fce912yaocOHDqkD7cUu52vsS2jdHm/ePU6xz2oMXLMV9b9RwnRpUE5p4uLjPVYFhd9r7y8Y3W2G7k+8/KKtPdwhYpKTnp8jcLik1r36dc6t31ohiDvPFjeYL17dooJSR18/T6OkpTQQlKFtGuXOdeTvxwOZ8R+b1vt7yyMC3XbNpb5XbJ4QGa321VaWlpne3FxseLi4kyokdSiRQt16dLFlNd2KS8v1759+5SSkqKYmND8QUJoWLlte/SQxg+r/0n2ph2H9fKaXW43ewn2lrpxTLegDvUKNUerIv01p6jRcr26n6seIe4h27TjsN7ecKjRcrdc0Uu9TGwTfz/DHXuLVFLmObNlSVm13vm87muUnXTo7Q1FqlBb/WZUV6+PqdizgtKu3bo59f7mzzwGS4lxLTVqcO8Gb5Y9XZ8u/9r7b0P1iUs4Sz16dPDuTfhg047Deuuzuj12JWXVeuuzwpqezmCx8vdxIETq93ZTb9dIZkbb7t6921A5SwdkqampdeaKlZaW6scff6wztyxUbDabYmPrDgkxQ0xMTNjUBYFl5bbt36u12885uQX1DpcqKjmpp97Ijah5FX16xCgxbkejWdb69Dg7pBP7qx1OLV37jccyUTbp7t/008W9zw5Rrern72dYdrLxYK4x72/Yr56p7Wo+C6PHLDupoF2308ZneszwOHVcptq0ad3g711qX58u1Q6nPs811otzVlJc0L+fjJyzr6z7jwb3TQn6tWTl72NfNYXv7abYrk1FKNvWyHBFyeJJPQYPHqycnByVlJTUbFu3bp2ioqJ00UUXmVgzAEaEOslF7ax6oU6eEa5Z1owkhXA4pbg27pPMzPg8/f0MA5XN8/l3c2vebzhkEg12soid+YVuyUoaYm8dHZIEPeGeETQYzP7+Or0e4ZycCLAiS/eQTZo0ScuWLdP06dM1bdo0HT58WPPmzdOkSZPc1iDLyspSQUGBPvroo5pt27Zt07fffquiolNPNrdu3SpJSkhI0AUXXBDaNwI0Udv2HDF8U5XRJcmv1zp97S8Xf9at8kW1w6m2sdG64pJUfbLlUJ0b3NsmpJvyVNmX7Ipmfp6u4KP26yfFx2jKWM+foZG1oIwoOVFZc14aOWZiXMuAByq11wIbkN4haGshGj1HLu3TMSQPFKyQETSQwuH7y8WbYNjf722gqbB0QBYXF6elS5fq0Ucf1fTp09W6dWtNmDBBM2fOdCvncDhUXV3ttu21117Te++9V/PzSy+9JEm64IILtGzZsuBXHmjicnILlP3W14bK+ntT5euiuYFU3w2VvXULDTzvLK3bfurn/j3ODGodGuJtD084fJ6+LuRsZAFno1znpZFjZo3uFtBAJdQ36EbPkQvTgz93TAqPXslQaex6u+KSVF2Y3iFki3M3tWAYCAVLB2SSlJaWppdfftljmfoCrLlz52ru3LlBqhUATxq6wWiIPzdVRofXDEjvELSbmYbeb8mJKv1vzj6p7uodIWWkh8e1FlU4fJ4uroWiveWph+3i85K18tM9HjNNupx+XjZ0zMS4lhqa2SagSQ7MCIi9OUdCIdzqEyxGrrdVn+Vr1Wf5Iesxa0rBMBAqlg/IAFiLkRuM0/l7U2X28Bpv368ZjPTwuOZlbdsdumGmwVRfD1vx8ZN6YtkXhvav77ys75jnnhWjXbuMZSc0wqyA2JtzJBS8rU/t4Z2h6k3yl5HvL5dQ9VA3lWAYCCUCMgAh5c0NhuT/TZ7Zw2u8fb9mMTovy+zPM5BO72Grdjg1efaHhvc1erMf6IV+zXzA4M/cvWAwWp9wmn/lLV+uo2D3UIdbcA5EAgIyACFl9AajbWwLzZjY2+8bJrOH11ghMHExMi/L7M8zWIwGzvbW0Zo+4TzTbvbNDoh9nbsXLI3VJxzmO/rDl+soFD3U4RacA1ZHQAYgpIzeYPzh+v46r2s7v1/P7OE1VgtMGpuXZfbn6Q9PPVlGA5hbavW8NHaz37tLfMDqL4VHQOzr3L1gaag+4TTf0Ve+ZgUNxYOgcAvOASuz9DpkAKzHdYPhSVJ8jNIDdMNn9tpfRt6vlZj9efoqJ7dAk2d/qPue36A/vfal7nt+gybP/lA5uQWSjAcwSXExkozf7DsCvBaT0esnHAPiUIuEtcqMXG/1CdWDIFcwPKRPR2V0SQq76x6wCgIyACFlxg19sBfN9cTXG6pw5u/nWe1w6uv//KhX1+Zp2do8bf3mx6AuIuvqyap9c+7qycrJLfA60DF6s5+3/6h/la/FqgGxGcwe3uniy4LOp+/TNjZaf7i+n+EHOwTkgPUwZBFAyJkx/8DM4TWe3u9vLu+lde8HvQoB5+vnmZNboAVvf63SsqqabW99/I3axLbQbQGYM1ibN8PWvElUYPQm/ljpSSW0MF5fI5i/Y0w4DO/0ZY5hQ/vcMjZdca1bauP277Tqs/wGX5OAHLAeAjIApjAjQDJz7ktD77fipzLJggGZ1PjnWXvOVvGJk3rilfrTyh8vqwpKkgVvhq15E+gYvYmPb9tSCkIHDPN3Gmf2fEdfEop42ueJV77QrKz+mjIuQ71SEwnIgQhCQAbANOGWHCDYmtL7re8pv81ArLBoxbaAJlnwdthaY4GOK8g8cqxc9tbRKjlR2eAxk+Jj1OOcM7Rr12H/30g9mtL55Asz07P7klDEm30IyIHIQkAGBJhVFyAFAqWhp/xOA9PECosrtH33EUVF2QJyDRntyTpWelLVDqeaRdkaDHTqCzI9mTI2XVFc+37x9/vUrOGdvqwX5+0+BORA5CAgAwLIyguQAoFg5Cl/Y+Yu26zjp80x8+caMpo2fMmq7Xpv/e4GX6ehILM+p9/sn74wNA9rvBOo71MzepN8SSgS6CQknG84HedDeCMgAwLE6guQAoFgdIFlT04PxiT/riEjw9Yaex0jQaa9dbRuGZuupLiYem90Nu04rKVrv7HMwxqzb94C/X0a6t4kXxKKBDIJCQ8HcTrOh/BH2nsgAIyO/Q9mam8gHAQzhbiv11BDafqNvo6RILPkRKWS4mLqXYtp58FyPfVGrse0++GksTXbgi0Svk99WS8uUGvMGVnmAU0H54M1EJABARAJC5ACgRDMFOL+XEODMpP14gMjdMsV6V6/jj9DyRwOp9Z9eczjfuEUXITDzVskfJ/6sl5cINaYi4RgFoHD+WAdBGRAAITLAqSA2Yw85TeSbbEh/lxDzaJsp9LQG7Bx+3c1//ZnKFne/qMqKav2uF+4BBfhcvMWKd+nviyg7u+i65EQzCJwOB+sgzlkQACEwwKkQDgwMmfrnt/0U5vW0dq++4iqnU59uHG/x/Txp/P3GjK6/ydbDunmK071RvizntWx0pOGXi8cggtfMgMGQyR9n/qSUMSfJCSREswiMDgfrMOvgKy4uFirV6/WoUOHVFxcLGetnMY2m02PP/64XxUErMDsBUiBUDCa6MFIqvFqh1PNbDZt/c+PhoOxQFxDPVMTG10/TDo1J+z09OK+rmdltEcuWMGFN8k5jN6UHTlWrm27j/iU8MNIfSLt+9SXhCK+JiGJpGAW/uN8sA6fA7LPPvtMt99+u8rLy9WmTRvZ7fY6ZWz+jEsBLMTMBUiBUPA2S5enp/zeruflEohrqFmUTZf26ahVn+U3Wvb0AMXX9ax6nHOG7LHNPA5bDFZw4W2bGb0pW7Jqu1tAazRbm9H68H3qu0gLZuEfzgfr8Dkge+KJJ9SuXTtlZ2erW7dugawTYElmLUAKBJuvKcjre8rvzXpep7t2ZLeAXUMXpncwFJDVDlB8GUoWFWXTqL7xeuuzhudoBCO48KXNjK7ZVrt30Ugqem/rw/epbwhmcTrOB+vwOSDbv3+/7rnnHoIx4DRmLEAKBJPRRA8D0js0ep77umh0UnwrXTUscH9r/Hlq7MtQsp6dYnTnpMw665AFK7jwtc28WbPN6DH9qU84f59WO5zasbdIO/aVydGqSH16xIRFvSSCWbjjfLAGnwOylJQUnThxIpB1ASJCqBcgBYIpkIkefF00esrYjIDe7Jrx1HhAr/Ya3DclJMGFP23W0M2bkXl3DR3Tn/qE4/dpTm6BXngvV0UlpxK2/DWnSAn27Zo2PjNsbm7DOZhF6HE+hD+fA7I77rhDjzzyiH75y1+qY8eOgawTACBMBDJLVzhl8jLjqXGoggt/26y+m7cjxeV6avkWn44ZSZneGhp6WVRystFhm6EWjsGsizfJZhAY4Xw+wI+AbOPGjUpISNCYMWM0aNAgdejQQc2aNatT7oEHHvCrggAQ7iL55iKQWbp8zeRldEikt6z61Lix8y0QbVb75m3b7iM+HzNSMr1VO5zKfvtrj2UWvL01KOdqJPE22Qx8E8l/lyKRzwHZq6++WvPvTz75pN4yNpuNgAxARIv0m4tAZukymjSitmCufWW1p8ZGzrdgZFbz55iRkult++4jOl5W5bFMaVmltu8+ovO6tgtRrazF1wRBnhB41BXpf5ciUZSvO/773/9u9L+8vLxA1hUAworr5qL2jabr5iInt8CkmgWOa76VJ0bnWxk5VkOsMJwt2Iyeb4FsMxd/jhmM+vij2uHUtt1HtH7LIW3bfUTVDmfjO0nK3WOsl9BouabGaHIXo+0hnbomJs/+UPc9v0F/eu1L3ff8Bk2e/WFEfPf6qin8XYpEPgVk5eXlmjFjhlatWhXo+gCAJQTj5iJcueZbJca5DylLio/x+on2oMxkXXlpmtd1CPfhbMHm7fkWyDZz8eeYwaiPL/y5gTcaLjbtvpmGeZPcxQgCj7qa0t+lSOPTkMWYmBjl5ORo8ODBga4PAFhCILMPWkGg5ltVO5xa/9W3Xu1jheFswebL+RaMOXL+HNPsOXv+DpdL75KkNz/+ptHXSY+A6z0YApncJZDLcUSSpvZ3KZL4PIesb9+++uqrr3TVVVcFsj4AYAmRlDnOqEDMt/Il9b2VFi6tPZ/l3LNiAnLcjdu/M1Su9vkWjDly/hzTrDl7gbiBz0hLUtvYFir1MI+sbWy0MtK40a1PIJO7EHjUryn+XYoUPgdkDz74oCZPnqynn35a11xzjc4666xA1gsAwlqkZI4LNW9uBKy2cGl9E+kT7C017Lw26tHD9+NWO5z6ZMshQ2U53+oXiBv4ZlE2zZjY2+P6dTMmnhfyhwdWSWphNKlP8fGTjR6LwKN+/F2yLp8DsiuuuELV1dVatGiRFi1apGbNmik6OtqtjM1m05dfful3JQEg3ERK5rhQM3ojcMsV6frlJalheWNZH0/rU7312Ul1PPuwftH/XJ+OvTO/sNFFmaVTizeHy/kWbkFCoG7gG16/rpWmjA19BjsrZdNrFmXTLWPT9cQrX3gs9+L7OzQwM9nj+ULgUT/+LlmXzwHZyJEjZbNZ4w8lAASaK3Ocp6flVhpqFypGbxisFIwZGQ63dO0uDe6b4tN7MhpMXNqno+mfWbXDqbc+/karPtvjliLe7CAhkDfwrrlwW/K+1Y5/71Wv7ueqT4+zQ/7ZByOFfLDFtW7ZaBkjQw0JPOrH3yXr8jkgmzt3biDrAQCW0/DTcmsNtQulSLxhMDIcrrD4pM/zWYwGExemd/D62IGUk1ug7Le/rnetLrODhEi7gbdqUotA9VRG4vdIoPB3yZp8DsgAAOZnjrOiSLthCPZ8FisEEw311tRmVpAQyBv42sME/5pTpMS4HSHtAbRqUotA91RG0vdIIPF3yXp8DshWrFhhqNy4ceN8fQkAsASzMsdZWSTdMAR7Pku49wYY6a1xMTtIqC9LYtvYaM2YeJ6hG/hwGSZo1aQWgX64EEnfI4HG3yVr8Tkgu/feexv83elzywjIAAD1iZQbBiM3mYlxLQ3fZNaXECOcewO8XcrAjCDBUw9eaVnjCVOk8BomaNWkFsF4uBAp3yNo2nwOyP72t7/V2eZwOHTo0CG9/vrrKigo0BNPPOFX5QAACHdGbjKzRnfzaTic5J4QIxx7A7wNsEIdJAQqkAqnYYJWGMbakHB+uACYxeeA7Oyzz653e6dOnTRw4EBNnTpVr776qh566CGfKwcAgBU0dJOZGNdSQzPbaECv9o0ew+hwuHDrDfAmwDIjSAhUIHXkWLmh1zNazh/hPoy1MeH6cAEwS9CSelx66aV69tlnCcgAAE3C6TeZR4rLVXK8Uq2inSo9elgOh9PjvuE0HK4xtYdUdktJMLTgr2ROkBCo+VZG1oLzppwvan/2f7i+n5as2m7JniaGGgI/C1pAdvDgQVVWBu9LCQCAcNMsyqbSskot/d+dbjfJ72/+TNPGZzZ4k+xLL44Ziy83NKRyyPln691P9jS4nzeJMwItUPOt7G2iDR3HaDlvNfTZ3zI2XXGtW9LTBFiYzwHZ5s31d5OXlJToiy++0LJlyzR06FCfKwYAgNU0NOywqOSkxyx83vbiNDbXLBg8Dal895M9uvLSNK3/6lu3OrWNbaFfXZKqq4YZm0MXDIGab5UUF2Po9YyW84anz/6JV77QrKz+GtKnY8BfF0Bo+ByQXX/99W7ZFF2cTqeaNWumUaNG6YEHHvCrcgAAWIU/ww696cUxI/W6kff26dcFWnTfcO3aVxRWvTWBmm9lViINKw1nBeAbnwOypUuX1gnIbDab7Ha7zj77bLVp08bvygEAYBX+JI8werPfLSVBUx//yONrBOPm3Oh727WvKCznBQUis59ZiTTCKbsjgODwOSAbMGBAIOsBAICl+ZM8wujN/q59RabcnFt1IeLTWTWzXyR89kComDG3NhB8Dsh69OihefPm6Ve/+lW9v1+zZo1+//vfKy8vz+fKAYAvrPqFDOs5/Vw7VnrS0D7xbVrWu91IL876LYcMvcbG7d8FNCAzOqTyWOlJVTucYXu9+ZLZz9XGR46Va8mq7R7LBqN30qqLQAOhZsbc2kDxOSBzOhtJ4VtdXe8cMwAIJit/IcNa6jvXomxSIxnu9fQbWxo8HxvrxTF6073qs3z1Sk10ew1fH1RUO5yqdjrVJqaFjpdXeSy7ZNV2vbd+d8Rcb/W1sSfB6J208iLQQKgYmVvbu0t86CtmUJQ/OzcUcB0/flyff/65zjjjDH8ODxNVO5zatvuI1m85pG27j6i6sTsMIAy4vpBr37i4vpBzcgtMqhkiTUPnmpGvysbOx2ZRNvVMTVSCvZWKSiq0M7+w5jvYdXNuxOKV22v2y8kt0OTZH+q+5zfoT699qfue36DJsz9s9Jpw7ff/FuY0GowZfX9W0VAbNybQQwddw1k9CedFoIFgM5r4prH1IM3kVQ/ZggUL9Nxzz0k6FYzdfffduvvuu+st63Q6df311/tfQ4QcPQywIjKRIVSMnGs2SY396W/ofGzsO7ixuWYurt6a0rJKn7IyNvTE2SgrX29G2rghwRg6GIikJECkMpr4Jm//Uf96ooLIq4AsIyND1157rZxOp5YvX66LLrpIKSkpbmVsNptiYmLUq1cvjRgxIpB1rdeePXs0e/ZsffXVV2rdurXGjh2r3/3ud4qO9rwwo9Pp1OLFi7V8+XIVFRWpR48emjVrlnr37h30OoczM9IpA4FAJjKEipFzzchz2PrOR6PfwVdckqpVn+U3/hrF5Vr6vzs9lqkvcPInIKl5bQPXW7jO9zTSxvUJ5tBBqyYlAYLNaK/0sdKTSmgR5Mr4yKuAbMiQIRoyZIgkqby8XJMmTdJ5550XlIoZUVxcrKysLKWkpCg7O1uHDx/W3LlzVVFRoQcffNDjvosXL9b8+fN11113qVu3bnrttdd08803a+XKlerUqVOI3kF4oYcBVkYmMoRKIM+h04/lzXfwhekdDAVkJccrfXpQ4WtAUpunzyqcR2P42sbBHjroS1ISINIZ7ZWOb9tSCtNbAJ977ubMmWNqMCZJb7zxhk6cOKEFCxbokksu0YQJE3T33XfrjTfe0OHDhxvc7+TJk3rhhRd0880368Ybb9TAgQP11FNPKT4+Xi+++GII30F48aaHAQg3ZCJDqATyHDr9WN58BxuZS5YUHyN7a8+jRU4/7ukCFXQ29FmF+3xPb9s4KT6GESSASYx+H/Y4J3xzW/g1lLKgoEAPPvigRo4cqf79+2vz5lPDLIqKijR79mzt3Ol5mIS/Pv30Uw0cOFDx8fE120aPHi2Hw6ENGzY0uN+WLVt0/PhxjR49umZbdHS0hg8frk8//TSYVQ5r9DDAyox+IZOJDP4ycq4lxrXy+nz05jvYaKKHpPgYQ8dcsmq7WxAUiKCzoevNaE+g0WRSwUhCZaSN7a1b6MqBZ+jBm/tqyf3DCcbCGInKIpvR78OoMB7d5XPa+927d+u6666Tw+FQZmamDhw4oJ9++kmSlJCQoC+//FJlZWV6/PHHA1bZ2vLz8/XrX//abZvdble7du2Un9/wUA7X71JTU922p6WlaenSpaqoqFCrVj7+MXI6pRMnfNs3UMrKFFVefqoejSxPcLrE5tVqWdX4DUFi82rz32NT5WPbNgXNJP12RJr+tPzLBstMG95LzcrLQlcpIypPu5bKTkgtYs2rCwwxcq79dkQvSfLqfPT2O3jAuXZdP6Sz1mzY65YBMTEuRjdd3lMXpsWp2uFUh5jGg72Txyr01JLPFHVtX12Y0UE927dqdL+2MdEqLa9s8PdThvVU3vYDOlp6Ume0bake556a75S354iOHzmm+ldjO6X0xwrlbT+g9DTPw/M2bvtOL63e4VbPBHsr3fzLXrowo4PHfT0x0sZTh3WRPeqoup3ZMvy+V1DD63OEv7OWNCgtTvdP7FWnrU//Piw7cSL0bet0SgaWAfM5IPuf//kftW3bVm+99ZYkadCgQW6/HzJkiNauXevr4Q0pKSmR3W6vsz0uLk7FxcUe94uOjlbLlu5/Dux2u5xOp4qLi30PyPbulUweyhkr6Xwf9kuX9I6Rgtk+HBwB4WvbNhUXqpFzOBzP3RaS7j/1z9iUcyVjmcVhMqPnmjfno7ffwc0kXfV//9Ux++cyi4wcs55je7Wfh2PVFsi/NRf+3391PGbkBRo/tuW+T1CHt+cIf2etq8G2/r/vQ1PadsUKqVYHUH18HrK4efNmXXPNNUpISKh3PbLk5GSP87gAAAAAoKnzuYfM6XR67EUqKipqNPW8v+x2u0pLS+tsLy4uVlxcnMf9KisrdfLkSbdespKSEtlsNo/7NsaZkqKyH37wef9AKC8v14EDB9S5c2fFxBibP3C6zXk/6NUP/qOjpSdrtiXYW+q6Ef+l/j3ODGRV4SV/2xbhp6zqhLT4XElSYV6ebHbmuEUSX65ZT9/Bfbu108z5OW6/qy3B3lJP3TaoznyJnG3fa+GKxud23zq+pwamn1Xzs8Ph1K4Dx3Ts+EnFt2mpbp3jG5yL4XA4G69f25ZyOJ06drzh4Y5tYprrePlPDf7+yiEpenf9vkbfy6zrz1ePlOBM5G9K38fenAPhIm/fUc1Z9lWj5WqfI02pXZsaM9rW+e23MnKl+ByQ9ezZU+vXr9d1111X53c//fST/vd//zfoWRhTU1PrzBUrLS3Vjz/+WGd+WO39JGnv3r3q3r17zfb8/HwlJyf7PlxRki0qSrHt2vm8f0CUlcnx44+KSUpSbKz381GGtGuniy/uyVon4cjPtkX4cVb+3I4xiYmKjTfn+yNc14OyPB+uWU/fwdt2H9H3FTapRcN/p74rl/aWRtVJj96+s00nWzSeKv/MTh0U2859377tf34Y5+lcMVS/Cunakd21/INdDZaJjm6hkz81PH539deFOunhNVyON4sN3t/kJvJ9HM7LE3hy/OBJ386RJtKuTZIJbWv7/ntD5XwOyKZOnarf/va3euihh3T55ZdLkgoLC5WTk6OFCxcqPz+/0bXA/DV48GAtXLjQbS7ZunXrFBUVpYsuuqjB/fr06aM2bdpo7dq1NQFZVVWVPvzwQw0ePDiodbYK1joBmg6r3nBFsoa+g/3JhuvKHOgptX5jmUgbO1eM1i85qY1mZfWvc6yk+BiNGNDZY7AmSaVlxiZbssyFf4wuVB6OWAoFVuJzQDZkyBDNmTNHjz/+eE1ij7vvvltOp1Nt2rTRE088of79+wesovWZNGmSli1bpunTp2vatGk6fPiw5s2bp0mTJql9+/Y15bKyslRQUKCPPvpIktSyZUtNmzZN2dnZSkhIUNeuXfX666/r2LFjmjx5clDrDADhxMo3XE2RPzeZrtTQ9bW3i6eFjY2cK97UL6NLkgakd6jT2/b5198aOkabmBZu2SVrY5kL/3izUHk49qYH4gEEECo+B2SSNG7cOI0YMUI5OTnat2+fHA6HOnfurIsvvlht2rQJVB0bFBcXp6VLl+rRRx/V9OnT1bp1a02YMEEzZ850K+dwOFRdXe22bcqUKXI6nXrppZdUVFSkHj166MUXX1SnTp2CXm8ACAdWv+Fqivy9yRyUmdxgz9SUsekNBt9Gz5UXZg3zqn719QQaDequGJzqsSfNU3CJxnmzUHk4jqjx9wEEEEo+BWTl5eW69NJLNWXKFN1yyy0aNmxYoOtlWFpaml5++WWPZZYtW1Znm81m07Rp0zRt2rQg1QwAwpvVb7iaokDcZA7KTK63Z8rTPkbPlV37ivyun9Gg86ph3XTOWXavg0sY48/w2HDh6wMIINR8CshiYmLUrFkzss8AgEVVO5za+p8fDZWtfcNFAhBzBeIm09t5wt7cnA/p09Gv+nkTdPoSXMKYSJmDxTkCK/B5yOKIESP0wQcf6Nprr613HTIAQHiqLzGDJ6ffcJEAJDyE+ibT25tzf+vnTdBJEqrgiKQ5WJwjCHc+B2SXX365/vjHP+qGG27QxIkTdfbZZ9ebLr5Xr15+VRAAEDgNJWZoyOk3XCQACS+hvMn05ebc3/rRs2Eu5mABoeNzQHb99dfX/PuLL76o83un0ymbzaa8vDxfXwIAEEBGEjPU5rrhIgGIdQViiKlZN+f0bJhrQHoHXTuyu1Z9tkfHT1tqgDlYQGD5HJDNmTMnkPUAAASZkcQMLrVvuEgAYk2BHGJKgoSmpb5zp01MC10xOFVXDevGgxcggHwOyMaPH+9V+aqqKn399dfq3r272rZt6+vLAgB8ZDQxw1XDuurakd3dbrgiIeNaUxOMIaYMIwwPwU6s09C5c7y8Sss/2KVzzrITgAMB5Nc6ZN4oLi7WDTfcoJdeekkDBw4M1csCAP6P0cQMvf+rXZ2bu0jJuNZUBHOIKcMIzRXsxDoMTwZCLyqUL+Z0OkP5cgCA07gSM3jSUNY0f/ZtyhwOp/YertCG3O+0bfcRVTtC83fQmyGmsA5Xz1XttnX1eubkFvj9Gpw7QOiFrIcMAGAufxIzGNl3xIDOAalnpMjJLdAL7+WqqOSkpCOSQrdEAENMI0+oeq44d4DQC2kPGQDAXK7EDLV7u5LiYxqdU9TQvi7LP9ilybM/DMhTeqtz9WScCsZ+FsieDE8YYhp5QtVzxbkDhB49ZEAYCvaEbTRt/iRmcO371sffaPkH/67ze9YkC485OJG0qC9OCVXPFecOEHoEZECY8TRhu3eXePMqhojib2KGDzbu8/j7pjzpPxyWCGBR359FygOuUPVcce4AoUdABoSRxtJU3zkpU3YGGsNk4RBwhLNwmYPDumHBz0gYSqHsueLcAUKLgAwIE0aGOS1du0vTRze9G1yEl3AJOMJVOM3BacrrhgVjHTYzhbrnqimfO0CohSwga9u2rebMmaP/+q//CtVLApZipNehsPik9v94Ur1CVCegPuEUcISjcJuD0xTXDQuHeXzBEOqeq6Z47gBm8DsgKygo0MGDB1VSUlLvOmMjRoyQJLVs2VLjx4/39+WAiGW0N+F4uSPINQE8C7eAI9wwB8d8wR5WW+1wasfeIu3YVyZHqyL16RETsvak5wqIPD4HZAUFBbrvvvu0adMmSfUv+myz2ZSXl+d77YAmxGhvQpsYJpHBXAQcjXP1ZPy8DtkpzMEJjWAOq609L+2vOUVKjNsR0nlp9FwBkcXngOwPf/iDvv76a02dOlWZmZlq27ZtIOsFNDlGeh0S41rqnHYtQ1groH5M+m/coMxkZabGad2nXysu4SydlRRHT0aIBGtYbaTNSwMQHnwOyLZu3aopU6bo9ttvD2R9gCbLSK9D1uhuiooqCmGtgIYxdKpxUVE2ndu+lXr06KDY2Fizq1NHpKSEry0Yw2ojdV4aAPP5HJCdddZZstvtgawL0OQ11uvQu0u88vIIyBA+GDplXZGUEr62YAyrZbkHAMHic0B2880367XXXtPVV1+tmJiYQNYJaNI89TqUlZWZXT1DIvWpOxApmsLQu0APq2W5BwDB4nNANmnSJFVXV2vEiBEaOXKkzjrrLDVr1sytjM1m04033uhvHYEmx8q9DpH81B2IBE1p6F0gh9Wy3AOAYPE5IPvmm2/04osv6scff9Srr75abxkCMnM4HE7tPVyhoqrvmESOkGoKT90Bq2tqQ+8C9YCL5R4ABIvPAdmDDz6o0tJSPfLII2RZDCM5uQWnpVk+IoneCYRGU3rqDlgZQ+98w3IPAILF54AsLy9Pt912m6666qpA1gd+oHcCZmpqT90Bq2Lone9Y7gFAMPgckHXs2DGQ9YCf6J2A2XjqDlgDQ+/845qXtiXvW+3491716n6u+vQ4m7+tAHwW5euOt912m5YvX67vvvsukPWBj7zpnQCCgafugDW4ht55wtA7z5pF2dTr3ARlpMSq17kJfFYA/OJzD9kXX3yhtm3batSoURo4cKA6dOhQJ8uiJD3wwAN+VRDG0DsBs/HUHbAOht5ZD8uJAJHL54Ds9MyKn3zySb1lbDYbAVmI0DsBszHhHbCWQKaER3CxnAgQ2XwOyP79738Hsh7wE70TCAc8dQesxcprHjYVJOwCIp/PAdnpDhw4oK+++kolJSVKTEzUBRdcoKQkvuBDid4JhAueugNAYJCwC2gavArIXn31VX3//fe66667JEmVlZWaNWuW1qxZI6fT+fNBmzfXLbfcot/97ncBrSw8c/VO/LwO2Sn0TiDUrPrUnTkaAMIJy4kATYNXAdmbb76pX/ziFzU/P/744/rf//1fXX311frVr36lhIQE/fDDD3r77bf1wgsvKDExUddff33AK42GDcpMVmZqnNZ9+rXiEs7SWUlx3FQCBjBHA0C4IWEX0DR4FZAdPHhQnTp1kiQ5nU6tXLlS119/ve6///6aMqmpqbrwwgv1008/6dVXXyUgM0FUlE3ntm+lHj06KDY21uzqAGGPORoAwhEJu4Cmwat1yFq2bKmysjJJUkVFhcrLyzVgwIB6yw4YMEAFBQX+1xAAgsjoHI1qh9NjGQAINFfCLk9I2AVYn1cB2fnnn6+1a9dKkmJiYpSSkqJ//etf9ZbdvHmzzjzzTP9rCABBxKLqAMIVi3gDTYNXAdltt92mHTt26Pbbb9fevXv10EMP6e2339YjjzyiL774Qvv27dOmTZt09913a926dbryyiuDVW8ACAjmaAAIZ66EXbV7ypLiYxhODUQIr+aQ9erVS88//7zuvfdejRkzRm3atJEkvf7663r99ddryjmdTv3617/Wb3/728DWFgACjDkaAMIdy4kAkc3rdcguvvhirVu3Tu+//77++c9/av/+/SorK1OrVq105plnqlevXho9erR69OgRjPoCQECxqDoAK7DqciIAGufTwtBt2rTRNddco2uuuSbQ9QGAkGJRdSBwWMsPALznU0AGAJHENUej9jpkLKoOGMdafgDgGwIyIIB4OmxdvszRoL2BU1jLDwB8R0AGBAhPh63PmzkatDdwitG1/Aakd+CBBQDUw6u09wDq53o6XDsxhOvpcE4ui6RHEtob+Blr+QGAfwjIAD8ZfTpc7XCGqEYIpmC29z+3f69tu49wrkQYh8OpHXuLtH7LoYhsX9byAwD/MGQR8JM3T4dJWWx9gW7vjdu/q/n38+/tVHPlM/QxgmzacVhLVn2vkrJva7ZFWvuylh8A+IceMsBPPB1uWgLZ3jm5BfrTa1/W2c7Qx8iQk1ugp97IVUlZtdv2SGtf11p+nrCWHwA0zPIB2d///nddccUVysjI0MiRI/XXv/610X0qKys1b948XXfdderdu7e6deumoqKiENQWkYinw01LoNqboa6RrSm1r2stP09Yyw8AGmbpgOyLL77QjBkz1Lt3by1evFijR4/W/fffr3Xr1nncr6KiQm+//bZatmypvn37hqi2iFQ8HW5aAtXeJEKIbE2tfV1r+dW+NpLiY0h5DwCNsPQcsueff16ZmZl65JFHJEkXXnihDh48qPnz52vUqFEN7me32/Wvf/1LNptN7777rj7//PNQVRkRyPV0uL41eFx4Ohw5AtXeDHWNbGa0r9nr4vmylh8AwMIBWWVlpTZt2qS77rrLbfuYMWO0evVqHTp0SB07dmxwf5uNPxAIHNfT4drrUiXFx2jK2HSeDkeYQLQ3Q10jW6jb1+i6eMEO2rxZyw8AcIplA7IDBw6oqqpKqampbtvT0tIkSfn5+R4DMiDQeDrctPjb3q6hj4c9DGtjqKt1udrX07BFX9u3dlBVfPyknlj2RZ1yruQhriGDLGYOAOHJsgFZcXGxpFPDD0/n+tn1+1BzOp0qKysz5bVdysvL3f6P0EpLjlVacqwk6WRFYNuAtg0//rR31uiumvfGvxr8/Q2j/ivg5xBCJ2t0Vz31Rm6Dv/elfTftOKyX1+xSUcnJmm2NDfhYtCJXFRUn9fSbdeviCtrunJSpAb3ae1WXpo7v48hEu0YuM9rW6XQaGpUXVgFZaWmpfvjhh0bLderUKQS18U1VVZXy8vLMroYkad++fWZXAUFC20YGe5T060EJWre91vbYZhrVN172qCLl5ZEB1qrsUdJVlyRq3ZfH3FLf+9q+Ow+W663P6iYBcTaSqLGw+KReWLHdY5klq3aojQoVRY++1/g+jky0a+QKddtGR0c3WiasArJ169bpgQceaLTcmjVrFBcXJ+lUEHe6kpISSar5fai1aNFCXbp0MeW1XcrLy7Vv3z6lpKQoJibG1LogsGjbyNM57YSm/N+98i2//C91PvNM9TjnDG6MI0RKSrm6n71XJ5udofJKKb5tS5/a1+Fwav7qz3yuR9lJh8ffl5RVS7Fnqce5CT6/RlPD93Fkol0jlxltu3v3bkPlwiogmzhxoiZOnGiobGVlpVq0aKH8/HxdcsklNdvz8/Mlqc7cslCx2WyKjY015bVri4mJCZu6ILBo28jhbP5z98bg8zupXXw7E2uDYIiKsqlP9w5+XbPbdh9xG6YYDGUnxfeKD/z5PjY7MyYaxt/ZyBXKtjWaRDCsAjJvREdHa8CAAfrggw+UlZVVs33NmjVKS0sjoQcAIGL4kx7f3jpaJScqGy1HRs/QIskKABdLLwx966236uuvv9bDDz+sTZs2af78+Vq9erVuu+02t3I9e/bUfffd57Zt/fr1WrdunbZvPzVW6B//+IfWrVtnuGsRAIBQ8SdYuvXKTBavDzM5uQWas3RznSycriQrObkFJtUMgBks20MmSf369VN2draeeeYZvfPOO0pOTtbs2bM1evRot3LV1dVyONzHz//xj3/Ut99+W/OzK2CbMWNGnYAOAAAzGUmjH2WTHKcl+Dh9XbyoKBuL14eJaodTi1Zs81hm8crtGpDegTYBmghLB2SSNHToUA0dOtRjmV27dtXZ9ve//z1YVQIAIKCaRdk0dVyGx6Dq7uv7Ka51y3rnI7F4ffjYmV/oMbCWpCPHyrUzv5BFtoEmwvIBGQAATYG/QRWL14cHo/MB/Zk3CMBaCMgAALAIf4OqZlE2el1MZnQ+IElWgKaDgAwAAAshqLI2I/MBSbICNC2WzrIIAABgJa75gJ6QZAVoWgjIAACIQNUOp7btPqL1Ww5p2+4jqj49BSNM5ZoPWHs5gqT4GM3K6k+SFaCJYcgiAAARhkWHwx9JVgC4EJABABBBXIsO1+ZadJgemPDBfEAAEkMWAQCIGEYXHWb4IgCEDwIyAAAihDeLDgMAwgMBGQAAEYJFhwHAegjIAACIECw6DADWQ0AGAECEcC067AmLDgNAeCEgAwAgQrDoMABYDwEZAAARhEWHAcBaWIcMAIAIw6LDAGAdBGQAAEQgFh0GAGsgIIPlVTucPAUGAACAJRGQwdJycgu0aMU2t4VQE+Naaeq4DOZJAAAAIOyR1AOWlZNboDlLN7sFY5JUWFyhOUs3Kye3wKSaAQAAAMYQkMGSqh1OLVqxzWOZxSu3q9rhDFGNAAAAAO8RkMGSduYX1ukZq+3IsXLtzC8MUY0AAAAA7xGQwZKKSjwHY96WAwAAAMxAQAZLSrC3aryQF+UAAAAAMxCQwZJ6piYqMc5zsJUUH6OeqYkhqhEAAADgPQIyWFKzKJumjsvwWGbK2HTWIwMAAEBYIyCDZQ3KTNasrP51esqS4mM0K6s/65ABAAAg7LEwNCxtUGayBqR30M78QhWVVCjB3ko9UxPpGQMAAIAlEJDB8ppF2ZTRJcnsagAAAABeY8giAAAAAJiEgAwAAAAATEJABgAAAAAmISADAAAAAJMQkAEAAACASQjIAAAAAMAkBGQAAAAAYBICMgAAAAAwCQEZAAAAAJiEgAwAAAAATEJABgAAAAAmISADAAAAAJMQkAEAAACASQjIAAAAAMAkBGQAAAAAYBICMgAAAAAwCQEZAAAAAJiEgAwAAAAATEJABgAAAAAmISADAAAAAJM0N7sC/vr73/+uZ555Rnv37lVycrKmTp2qX//61x73yc3N1euvv64vvvhCP/zwg9q3b6+RI0fq1ltvVWxsbIhqDgDBU+1wamd+oYpKKpRgb6WeqYlqFmUzu1oAAKAWSwdkX3zxhWbMmKEJEybovvvu08aNG3X//ferdevWGjVqVIP7rV27Vvv379ctt9yilJQU7d69W/Pnz9fWrVv1yiuvhPAdAEDg5eQWaNGKbSosrqjZlhjXSlPHZWhQZrKJNQMAALVZOiB7/vnnlZmZqUceeUSSdOGFF+rgwYOaP3++x4BsypQpSkhIqPl5wIABstvtuuuuu7R9+3alp6cHve4AEAw5uQWas3Rzne2FxRWas3SzZmX1JygDACCMWHYOWWVlpTZt2lQn8BozZoz27NmjQ4cONbjv6cGYS8+ePSVJP/zwQ2ArCgAhUu1watGKbR7LLF65XdUOZ4hqBAAAGmPZgOzAgQOqqqpSamqq2/a0tDRJUn5+vlfH+/LLLyWpzvEAwCp25he6DVOsz5Fj5dqZXxiiGgEAgMZYdshicXGxJMlut7ttd/3s+r0RRUVFys7O1tChQ5WSkuJXvZxOp8rKyvw6hr/Ky8vd/o/IQdtGnrLKn78vyivK/fr++P6Ise+9748UKy2ZBEahwDUbuWjbyES7Ri4z2tbpdMpmazyhVlgFZKWlpYaGDHbq1Clgr1lVVaU777xTkvTwww8H5Hh5eXl+HycQ9u3bZ3YVECS0beQo/+nnPwwH9h/Qj81/9PlYxUWee8d+Lve98vKO+fw68B7XbOSibSMT7Rq5Qt220dHRjZYJq4Bs3bp1euCBBxott2bNGsXFxUk6FcSdrqSkRJJqfu+J0+nUfffdp9zcXC1fvlxnnnmmD7V216JFC3Xp0sXv4/ijvLxc+/btU0pKimJiYkytCwKLto08JypPSOtO/bvzOZ2VZE/y+Vjdujn1/ubPVFRyssEyiXEtNWpwb0WRAj8kuGYjF20bmWjXyGVG2+7evdtQubAKyCZOnKiJEycaKltZWakWLVooPz9fl1xySc1219wxI3PBnnjiCa1du1aLFy9W9+7dfat0LTabLWzWMouJiQmbuiCwaNvI4Wz+c4KNmFb+t+u08Zn1Zll0mTouU23atPbrNeA9rtnIRdtGJto1coWybY0MV5QsnNQjOjpaAwYM0AcffOC2fc2aNUpLS1PHjh097r9o0SK9/PLLmjt3rgYOHBjMqgJAyAzKTNasrP5KjGvltj0pPoaU9wAAhKGw6iHz1q233qobbrhBDz/8sEaPHq1NmzZp9erVevrpp93K9ezZU+PGjdPjjz8uSXr//ff15JNP6oorrlDHjh319ddf15Tt3LlzvWnxAcAqBmUma0B6B+3ML1RRSYUS7K3UMzVRzRimCABA2LF0QNavXz9lZ2frmWee0TvvvKPk5GTNnj1bo0ePditXXV0th8NR8/OGDRskSatWrdKqVavcys6ZM0dXXnll8CsPAEHULMqmjC6+z0cDAAChYemATJKGDh2qoUOHeiyza9cut5/nzp2ruXPnBrNaAAAAANAoy84hAwAAAACrs3wPGQAAALxX7XAy1xQIAwRkAAAATUxOboEWrdimwuKfF5RPjGulqeMyyMYKhBhDFgEAAJqQnNwCzVm62S0Yk6TC4grNWbpZObkFJtUMaJoIyAAAAJqIaodTi1Zs81hm8crtqnY4PZYBEDgEZAAAAE3EzvzCOj1jtR05Vq6d+YUhqhEAAjIAAIAmoqjEczDmbTkA/iMgAwAAaCIS7K0CWg6A/wjIAAAAmoieqYlKjPMcbCXFx6hnamKIagSAgAwAAKCJaBZl09RxGR7LTBmbznpkQAgRkAEAADQhgzKTNSurf52esqT4GM3K6s86ZECIsTA0AABAEzMoM1kD0jtoZ36hikoqlGBvpZ6pifSMASYgIAMAAGiCmkXZlNElyexqAE0eQxYBAAAAwCQEZAAAAABgEgIyAAAAADAJARkAAAAAmISADAAAAABMQkAGAAAAACYhIAMAAAAAkxCQAQAAAIBJCMgAAAAAwCQEZAAAAABgEgIyAAAAADAJARkAAAAAmISADAAAAABMQkAGAAAAACYhIAMAAAAAkxCQAQAAAIBJCMgAAAAAwCQEZAAAAABgEgIyAAAAADAJARkAAAAAmISADAAAAABMQkAGAAAAACYhIAMAAAAAkxCQAQAAAIBJCMgAAAAAwCQEZAAAAABgEgIyAAAAADAJARkAAAAAmISADAAAAABMQkAGAAAAACYhIAMAAAAAkxCQAQAAAIBJCMgAAAAAwCQEZAAAAABgEssHZH//+991xRVXKCMjQyNHjtRf//rXRvc5ePCgpk2bpsGDBysjI0MXX3yxbr/9du3duzcENQYAAACAUywdkH3xxReaMWOGevfurcWLF2v06NG6//77tW7dOo/7nThxQklJSbrzzju1ZMkS3Xvvvdq7d69uuOEGFRUVhaj2AAAAAJq65mZXwB/PP/+8MjMz9cgjj0iSLrzwQh08eFDz58/XqFGjGtyve/fueuyxx9y2paena+TIkdqwYYN+9atfBbXeAAAAACBZuIessrJSmzZtqhN4jRkzRnv27NGhQ4e8Ol58fLwkqaqqKlBVBAAAAACPLBuQHThwQFVVVUpNTXXbnpaWJknKz89v9BgOh0NVVVU6dOiQHn30UXXo0EHDhw8PSn0BAAAAoDbLDlksLi6WJNntdrftrp9dv/fknnvu0fvvvy9J6ty5s/7yl7+obdu2ftXL6XSqrKzMr2P4q7y83O3/iBy0beQpq/z5+6K8otz07w8EFtds5KJtIxPtGrnMaFun0ymbzdZoubAKyEpLS/XDDz80Wq5Tp04Beb077rhDN9xwg7777jstXbpUN910k5YvX67k5GSfj1lVVaW8vLyA1M9f+/btM7sKCBLaNnKU//TzH4YD+w/ox+Y/mlgbBAvXbOSibSMT7Rq5Qt220dHRjZYJq4Bs3bp1euCBBxott2bNGsXFxUk6FcSdrqSkRJJqfu9Jp06d1KlTJ2VmZmrw4MEaMWKElixZogcffNCH2p/SokULdenSxef9A6G8vFz79u1TSkqKYmJiTK0LAou2jTwnKk9I/5cYtvM5nZVkTzK3QggortnIRdtGJto1cpnRtrt37zZULqwCsokTJ2rixImGylZWVqpFixbKz8/XJZdcUrPdNXes9tyyxsTExCgtLU379+/3ar/abDabYmNj/TpGoMTExIRNXRBYtG3kcDZ31vw7phXtGqm4ZiMXbRuZaNfIFcq2NTJcUbJwUo/o6GgNGDBAH3zwgdv2NWvWKC0tTR07dvTqeMePH9euXbsCNhwSAAAAABoTVj1k3rr11lt1ww036OGHH9bo0aO1adMmrV69Wk8//bRbuZ49e2rcuHF6/PHHJUnZ2dkqLS1Vnz59lJCQoG+//VbLli1TZWWlsrKyzHgrAAAAAJogSwdk/fr1U3Z2tp555hm98847Sk5O1uzZszV69Gi3ctXV1XI4HDU/9+zZUy+//LJWrlypsrIytW/fXv3799ezzz5LDxkAAACAkLF0QCZJQ4cO1dChQz2W2bVrl9f7AAAAAECwWXYOGQAAAABYneV7yAAg3FU7nNqZX6iikgol2FupZ2qimkUZy7wEAAAiGwEZAARRTm6BFq3YpsLiipptiXGtNHVchgZl+r4IPQAAiAwMWQSAIMnJLdCcpZvdgjFJKiyu0Jylm5WTW2BSzQAAQLggIAOAIKh2OLVoxTaPZRav3K5qh9NjGQAAENkIyAAgCHbmF9bpGavtyLFy5e0rDFGNAABAOCIgA4AgKCrxHIy5HC05GeSaAACAcEZABgBBkGBvZajcGfaWQa4JAAAIZwRkABAEPVMTlRjnOShLio9Rj5TEENUIAACEIwIyAAiCZlE2TR2X4bHMlLHprEcGAEATR0AGAEEyKDNZs7L61+kpS4qP0ays/qxDBgAAWBgaAIJpUGayBqR30M78QhWVVCjB3ko9UxPpGQMAAJIIyAAg6JpF2ZTRJcnsagAAgDDEkEUAAAAAMAkBGQAAAACYhCGLiEjVDidzdgAAABD2CMgQcXJyC7RoxTYVFlfUbEuMa6Wp4zLIagcAAICwwpBFRJSc3ALNWbrZLRiTpMLiCs1Zulk5uQUm1QwAAACoi4AMEaPa4dSiFds8llm8cruqHc4Q1QgAAADwjIAMEWNnfmGdnrHajhwr1878QkmnArhtu49o/ZZD2rb7CIEaAAAAQo45ZIgYRSWeg7HTyzHPDAAAAOGAHjJEjAR7K0PlCo4cZ54ZAAAAwgIBGSJGz9REJcZ5DsqS4ltp3T/3eSzDPDMAAACECgEZIkazKJumjsvwWGbEgBQVlZz0WOb0eWYAAABAMBGQIaIMykzWrKz+dXrKkuJjNCurv5KTWhs6jtH5aAAAAIA/SOqBiDMoM1kD0jtoZ36hikoqlGBvpZ6piWoWZdO23UcMHcPofDQAAADAHwRkiEjNomzK6JJUZ7trnpmn9PhJ8THqmZoYzOoBAAAAkhiyiCbGyDyzKWPT1SzKFqIaAQAAoCkjIEOT09g8M9YhAwAAQKgwZBFNkqd5ZgAAAECoEJChyWponhkAAAAQKgxZBAAAAACTEJABAAAAgEkIyAAAAADAJARkAAAAAGASAjIAAAAAMAkBGQAAAACYhIAMAAAAAExCQAYAAAAAJiEgAwAAAACTEJABAAAAgEkIyAAAAADAJARkAAAAAGASAjIAAAAAMInN6XQ6za5EpNiyZYucTqeio6NNrYfT6VRVVZVatGghm81mal0QWLRt5HE6ndp7bK8k6Zy4c9QsqpnJNUIgcc1GLto2MtGukcuMtq2srJTNZlOfPn08lmsekto0EeFy4dpsNtODQgQHbRt5bDabUs9INbsaCBKu2chF20Ym2jVymdG2NpvNUHxADxkAAAAAmIQ5ZAAAAABgEgIyAAAAADAJARkAAAAAmISADAAAAABMQkAGAAAAACYhIAMAAAAAkxCQAQAAAIBJCMgAAAAAwCQEZAAAAABgEgIyAAAAADAJARkAAAAAmISADAAAAABMQkAWIf7+97/riiuuUEZGhkaOHKm//vWvXh/jv//7v9WtWze9+OKLQaghfOVL2x48eFDTpk3T4MGDlZGRoYsvvli333679u7dG4Iawyhf2jY3N1ezZs3S8OHDdd5552nEiBF68sknVVZWFoIawwhf2rWyslLz5s3Tddddp969e6tbt24qKioKQW1Rnz179uimm25S7969ddFFF2nevHmqrKxsdD+n06lFixbp0ksvVWZmpq6++mp9/fXXwa8wDPG1XV977TVNmzZNF154obp166Z169aFoLbwhi9t+8MPP2jevHkaO3aszj//fA0ePFi///3v9e2334ao1j8jIIsAX3zxhWbMmKHevXtr8eLFGj16tO6//36vvjDWr1+vrVu3BrGW8IWvbXvixAklJSXpzjvv1JIlS3Tvvfdq7969uuGGG7jJCxO+tu3atWu1f/9+3XLLLVq0aJGysrL01ltv6be//W2Iag5PfG3XiooKvf3222rZsqX69u0botqiPsXFxcrKylJVVZWys7M1c+ZMvfXWW5o7d26j+y5evFjz58/XjTfeqBdeeEHt2rXTzTffrIMHD4ag5vDEn3ZduXKljh49qiFDhoSgpvCWr227Y8cOffTRRxo9erT+/Oc/695779U333yjiRMnhv5eyQnLu/nmm51XX32127Y777zTOXr0aEP7nzx50jl8+HDnO++84+zatatzyZIlwagmfOBv255u7969zq5duzpXrVoVqOrBD762bWFhYZ1tq1atcnbt2tW5bdu2gNYR3vPnmnU4HE6n0+n861//6uzatWu9bY3gW7hwobN3797Oo0eP1mx74403nD169HB+//33De5XUVHh7NOnj/PJJ5+s2Xby5EnnL37xC+dDDz0UxBrDCF/b1el0Oqurq51Op9N58OBBZ9euXZ1r164NZlXhJV/btri42FlVVeW27bvvvnN269bN+eKLLwaruvWih8ziKisrtWnTJo0aNcpt+5gxY7Rnzx4dOnSo0WO8+OKLstvtuvLKK4NVTfggEG17uvj4eElSVVVVoKoIH/nTtgkJCXW29ezZU9Kp4Rcwj7/XrM1mC2b1YNCnn36qgQMH1nxnStLo0aPlcDi0YcOGBvfbsmWLjh8/rtGjR9dsi46O1vDhw/Xpp58Gs8owwNd2laSoKG6Xw5mvbWu329W8eXO3bWeddZYSEhJC/veUM8ziDhw4oKqqKqWmprptT0tLkyTl5+d73L+goECLFi3SAw88wM1AmPG3bSXJ4XCoqqpKhw4d0qOPPqoOHTpo+PDhQakvjAtE257uyy+/lKQ6x0NoBbpdYY78/Pw6bWi329WuXTuPbej6XX3tX1BQoIqKisBXFob52q4If4Fs271796qwsLDmeztUmjdeBOGsuLhY0qkT73Sun12/b8icOXM0fPhw9e7dOyj1g+/8bVtJuueee/T+++9Lkjp37qy//OUvatu2bYBrCm8Fom1dioqKlJ2draFDhyolJSVgdYT3AtmuME9JSUmdNpSkuLg4j21YUlKi6OhotWzZ0m273W6X0+lUcXGxWrVqFfD6whhf2xXhL1Bt63Q6NXv2bJ155pm6/PLLA1nFRhGQhaHS0lJDXaWdOnXy63U+//xzff7552QLCqFQta3LHXfcoRtuuEHfffedli5dqptuuknLly9XcnJyQI6Pn4W6baVTw0/vvPNOSdLDDz8csOPiZ2a0KwAg9LKzs7Vx40YtWbJEsbGxIX1tArIwtG7dOj3wwAONlluzZo3i4uIknbppOF1JSYkk1fy+PrNnz9YNN9ygmJiYmvKSdPLkyQafNsA/oWpbl06dOqlTp07KzMzU4MGDNWLECC1ZskQPPvigD7WHJ6FuW6fTqfvuu0+5ublavny5zjzzTB9qjcaEul1hPrvdXqcNpVM9nJ7a0G63q7KyUidPnnTrJSspKZHNZqP9TeZruyL8BaJt33rrLT333HN67LHHNHDgwEBXsVEEZGFo4sSJmjhxoqGylZWVatGihfLz83XJJZfUbG9oLPvp9u7dq4ULF2rhwoVu25999lk9++yzys3NrTP0Av4JVdvWJyYmRmlpadq/f79X+8GYULftE088obVr12rx4sXq3r27b5VGo8y8ZmGO1NTUOvNOSktL9eOPP3psQ9fv9u7d63ZN5ufnKzk5meGKJvO1XRH+/G3bjz76SA8//LBuv/12TZgwIVjV9IikHhYXHR2tAQMG6IMPPnDbvmbNGqWlpaljx44N7vvKK6/U+U+SJk2apFdeeUUtWrQIat3hmT9tW5/jx49r165dDK0KA/627aJFi/Tyyy9r7ty5pjzJQ/0Cfc3CHIMHD1ZOTo7byJF169YpKipKF110UYP79enTR23atNHatWtrtlVVVenDDz/U4MGDg1pnNM7XdkX486dtN23apDvvvFMTJ07U9OnTg13VBtFDFgFuvfVW3XDDDXr44Yc1evRobdq0SatXr9bTTz/tVq5nz54aN26cHn/8cUnSgAED6j1e586dG/wdQsvXts3OzlZpaan69OmjhIQEffvtt1q2bJkqKyuVlZVlxltBLb627fvvv68nn3xSV1xxhTp27Kivv/66pmznzp3rTYuP0PG1XSVp/fr1Ki8v1/bt2yVJ//jHP9S6dWt16dJFXbp0Cen7aMomTZqkZcuWafr06Zo2bZoOHz6sefPmadKkSWrfvn1NuaysLBUUFOijjz6SJLVs2VLTpk1Tdna2EhIS1LVrV73++us6duyYJk+ebNbbwf/xtV0ladu2bfr2229rFgveunWrpFPLkFxwwQWhfSOow9e23bNnj6ZPn66UlBSNHTvW7e9pQkKCOnfuHLL3QEAWAfr166fs7Gw988wzeuedd5ScnKzZs2e7rYUiSdXV1XI4HCbVEr7wtW179uypl19+WStXrlRZWZnat2+v/v3769lnn6WHLEz42rauNVVWrVqlVatWuZWdM2cO6wmazJ/v4z/+8Y/69ttva36+7777JEkzZszQbbfdFvzKQ9KpuX5Lly7Vo48+qunTp6t169aaMGGCZs6c6VbO4XCourrabduUKVPkdDr10ksvqaioSD169NCLL77I924Y8KddX3vtNb333ns1P7/00kuSpAsuuEDLli0LfuXhka9tu3XrVpWWlqq0tFTXXHONW9nx48dr7ty5Iam/JNmcTqczZK8GAAAAAKjBHDIAAAAAMAkBGQAAAACYhIAMAAAAAExCQAYAAAAAJiEgAwAAAACTEJABAAAAgEkIyAAAAADAJARkAIAmrVu3bsrOzjZU9rLLLtO9994b5BoBAJoSAjIAQFh599131a1bt5r/MjIyNHLkSD3yyCM6cuRI0F9/y5Ytys7OVklJSdBfCwCA5mZXAACA+tx+++3q2LGjKisr9eWXX+r111/X+vXrtXr1asXExATsdXJzc9WsWbOan7/66istWLBA48ePl91udyu7bt062Wy2gL02AAAEZACAsDR48GBlZGRIkiZOnKj4+Hj95S9/0d/+9jf98pe/DNjrtGzZ0nDZ6OjogL0uAAASQxYBABZx4YUXSpIOHTqkn376Sc8995yGDRum9PR0XXbZZXrqqadUWVnpts+2bds0efJkDRgwQJmZmbrssss0a9YstzKnzyHLzs7WvHnzJElDhw6tGTZ56NAhSe5zyLZt26Zu3brpvffeq1PXzz77TN26ddM//vGPmm2HDx/WrFmzNGjQIKWnp+vyyy/XO++847bfpk2b1K1bN61Zs0bPP/98TVCalZWl/fv313mdrVu3avLkyerbt6/OO+88/eY3v9GXX37pVub48eN67LHHdNlllyk9PV0DBw7UTTfdpB07dtSU2bdvn2677TZddNFFysjI0ODBgzVz5kyVlpZ6aBEAQCDQQwYAsIQDBw5IkuLj4/XAAw/ovffe08iRI3XTTTcpNzdXL7zwgvbs2aPnnntOklRYWKjJkyfrjDPO0NSpU2W323Xo0CF99NFHDb7G8OHDtW/fPq1evVqzZs3SGWecIUlKSEioUzYjI0OdOnXS2rVrNX78eLffrVmzRnFxcbr44oslSUeOHNFVV10lm82m6667TgkJCfr00091//336/jx47rxxhvd9l+8eLFsNptuvvlmHT9+XEuWLNFdd92lt99+u6bMP//5T02ZMkXp6emaMWOGbDab3n33XWVlZWn58uXKzMyUJD300EP64IMP9Jvf/EZpaWk6duyYvvzyS+3Zs0e9evVSZWWlJk+erMrKSv3mN79RUlKSDh8+rE8++UQlJSVq27atly0FAPAGARkAICwdP35cRUVFqqys1JYtW/Tcc8+pVatWSk1N1UMPPaSJEydq9uzZklQT5Lz00kvauHGjLrzwQn311VcqLi7Wiy++WDP0UZJmzpzZ4Gt2795dPXv21OrVqzVs2DB17NjRYx3HjBmjl156ScXFxYqLi5MkVVZW6uOPP9bw4cPVokULSdLTTz+t6upqvf/++zVB3jXXXKM777xTCxYs0KRJk9SqVaua4548eVIrVqyoGSJpt9v12GOP6ZtvvlHXrl3ldDr18MMPa8CAAVqyZEnNvLZJkybp8ssv1zPPPKOXXnpJkrR+/XpdddVVbtkhp0yZUvPvPXv26NChQ3r22Wc1atSomu0zZszw+N4BAIHBkEUAQFi68cYbNXDgQA0ZMkQzZ85U69attWDBAn311VeSpJtuusmt/M033yzpVAAiqaZn55NPPlFVVVVQ6jhmzBhVVVXpww8/rNm2YcMGlZSUaMyYMZIkp9OpDz/8UJdddpmcTqeKiopq/rv44otVWlrqNnxQkq688kq3+Wr9+vWTJB08eFCSlJeXp3379ulXv/qVjh49WnO8srIyDRw4UJs3b5bD4ZB0KpjbunWrDh8+XO97aNOmjSTp888/V3l5eYA+GQCAUfSQAQDC0oMPPqhzzz1XzZo1U1JSks4991xFRUXpo48+UlRUlDp37uxWvl27drLb7fr2228lSRdccIFGjhypBQsW6OWXX9YFF1ygYcOG6Ve/+lXAknN0795dqampWrt2rSZOnCjp1HDFM844o2bOW1FRkUpKSvTmm2/qzTffrPc4RUVFbj8nJye7/ezK9uhKxb9v3z5J0h/+8IcG61ZaWqq4uDjddddduvfee3XppZeqV69eGjJkiMaNG6dOnTpJkjp16qSbbrpJf/nLX/T++++rX79+uuyyy3TFFVcwXBEAQoCADAAQljIzM92GGtbWWPp5m82m+fPn6+uvv9Y//vEPffbZZ7rvvvv0l7/8RW+++aZat24dkHqOGTNGCxcuVFFRkdq0aaO///3vuvzyy9W8+ak/sa6eqiuuuKLOXDOXbt26uf0cFVX/ABan0+n2/3vuuUc9evSot2xsbGxN/fr166ePPvpIGzZs0IsvvqjFixcrOztbQ4YMkSTde++9Gj9+vP72t79pw4YNmj17tl544QW99dZbOuuss7z5OAAAXiIgAwBYytlnny2Hw6H9+/crLS2tZvuRI0dUUlKis88+261879691bt3b82cOVPvv/++7rrrLq1Zs6amR6s2b9cZGzNmjBYsWKAPP/xQSUlJOn78uC6//PKa3yckJKh169ZyOBwaNGiQV8duiKt3q02bNoaOeeaZZ+q6667Tddddp8LCQo0fP14LFy6sCcgk1WSU/O///m9t2bJF11xzjV5//XWPc+4AAP5jDhkAwFJcQcTSpUvdtv/lL39x+31xcXFNT5KLqzepdnr807kWnTaa8j0tLU1du3bVmjVrtGbNGrVr1079+/ev+X2zZs00cuRIffDBB/rmm2/q7F97uKIR6enp6ty5s1566SWdOHGiwWNWV1fXeR+JiYk688wzaz6D48eP66effnIr07VrV0VFRXn8nAAAgUEPGQDAUrp3767x48frzTffVElJifr3769t27bpvffe07Bhw2rmbr333nt6/fXXNWzYMHXu3FknTpzQW2+9pTZt2mjw4MENHr9Xr16STmVGHDNmjFq0aKFf/OIXNUMA6zNmzBjNnz9fLVu21IQJE+oMOfz973+vTZs26aqrrtLEiRPVpUsXFRcXa8eOHfrnP/+pf/3rX159BlFRUZo9e7amTJmiX/7yl7ryyivVvn17HT58WJs2bVKbNm20cOFCnThxQkOGDNHIkSPVvXt3xcbGKicnR9u2bavJurhx40Y98sgjGjVqlFJSUlRdXa2VK1fWBJIAgOAiIAMAWM7s2bPVsWNHvffee/r444+VlJSkadOmuaVqv+CCC7Rt2zatWbNGR44cUdu2bZWZmak//elPNUP+6pOZmak77rhDb7zxhj777DM5HA797W9/azQge+aZZ1ReXq7Ro0fX+X1SUpLefvttPffcc/roo4/0+uuvKz4+Xl26dNFdd93l02cwYMAAvfnmm/rzn/+sV199VWVlZWrXrp0yMzN19dVXS5JatWqla665Rhs2bNCHH34op9Opzp0766GHHtK1114r6dRQxYsvvlj/+Mc/dPjwYcXExKhbt25avHixevfu7VPdAADG2Zy1x3MAAAAAAEKCOWQAAAAAYBICMgAAAAAwCQEZAAAAAJiEgAwAAAAATEJABgAAAAAmISADAAAAAJMQkAEAAACASQjIAAAAAMAkBGQAAAAAYBICMgAAAAAwCQEZAAAAAJiEgAwAAAAATEJABgAAAAAm+f/iPPVFrh34FwAAAABJRU5ErkJggg==\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Subset data_positiveness\n",
        "data_positiveness_subset = data_positiveness[data_positiveness.index.isin(SP500_df.index)]\n",
        "\n",
        "# Subset SP500_df\n",
        "SP500_df_subset = SP500_df[SP500_df.index.isin(data_positiveness.index)]\n",
        "\n",
        "# Now both DataFrames are subsetted to contain the same indices\n",
        "\n",
        "# Create the scatter plot\n",
        "plt.figure(figsize=(10, 6))\n",
        "plt.scatter(data_positiveness_subset[\"positiveness\"], SP500_df_subset[\"6m_return\"])\n",
        "plt.axhline(0, color='red')\n",
        "plt.axvline(-0.2, color='green')\n",
        "plt.xlabel('Positiveness')\n",
        "plt.ylabel('6m_return')\n",
        "plt.title('Scatter Plot')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "combine_6M = SP500_df_subset.join(data_positiveness_subset)\n",
        "negative_6M = combine_6M[combine_6M[\"positiveness\"] <= -0.2]\n",
        "ER_6M = negative_6M[\"6m_return\"].mean()\n",
        "SD_6M = negative_6M[\"6m_return\"].std()\n",
        "SP500_df_clean = SP500_df.dropna()\n",
        "regER_6M=SP500_df_clean[\"6m_return\"].mean()\n",
        "regSD_6M=SP500_df_clean[\"6m_return\"].std()\n",
        "count_pos_negative_6M = (negative_6M[\"6m_return\"] >= 0).sum()\n",
        "count_neg_negative_6M = (negative_6M[\"6m_return\"] < 0).sum()\n",
        "count_pos_combine_6M = (combine_6M[\"6m_return\"] >= 0).sum()\n",
        "count_neg_combine_6M = (combine_6M[\"6m_return\"] < 0).sum()\n",
        "prob_negative_6M = count_pos_negative_6M/(count_pos_negative_6M+count_neg_negative_6M)\n",
        "prob_combine_6M = count_pos_combine_6M/(count_pos_combine_6M+count_neg_combine_6M)\n",
        "correlation_6M = combine_6M[\"6m_return\"].corr(combine_6M[\"positiveness\"])\n",
        "print(f\"The expected return of investing 6M when FOMC have bad sentiment is {ER_6M}\")\n",
        "print(f\"Regular expected return of investing 6M is {regER_6M}\")\n",
        "print(f\"The standard deviation of investing 6M when FOMC have bad sentiment is {SD_6M}\")\n",
        "print(f\"Regular standard deviation of return in investing 6M is {regSD_6M}\")\n",
        "print(f\"The probability of getting a positive 6M return when FOMC have bad sentiment is {prob_negative_6M}\")\n",
        "print(f\"Regular probability of getting a positive 6M return is {prob_combine_6M}\")\n",
        "\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "mD45pE8S6gsB",
        "outputId": "02adde3b-e7c6-414e-a9e5-fd5ce8462305"
      },
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "The expected return of investing 6M when FOMC have bad sentiment is 0.027730739829784457\n",
            "Regular expected return of investing 6M is 0.04770795808437329\n",
            "The standard deviation of investing 6M when FOMC have bad sentiment is 0.16203944560746145\n",
            "Regular standard deviation of return in investing 6M is 0.10821287957900405\n",
            "The probability of getting a positive 6M return when FOMC have bad sentiment is 0.6666666666666666\n",
            "Regular probability of getting a positive 6M return is 0.7515527950310559\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "bH-LuYL-AwQ0"
      },
      "source": [
        "## Scatter plot of 1 Year return and positiveness"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 14,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 573
        },
        "id": "Cmd_thQz0AgH",
        "outputId": "ddd8850b-63a3-42fd-f1c1-51a7641b34cf"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ],
      "source": [
        "# Subset data_positiveness\n",
        "data_positiveness_subset = data_positiveness[data_positiveness.index.isin(SP500_df.index)]\n",
        "\n",
        "# Subset SP500_df\n",
        "SP500_df_subset = SP500_df[SP500_df.index.isin(data_positiveness_subset.index)]\n",
        "\n",
        "# Now both DataFrames are subsetted to contain the same indices\n",
        "\n",
        "# Create the scatter plot\n",
        "plt.figure(figsize=(10, 6))\n",
        "plt.scatter(data_positiveness_subset[\"positiveness\"], SP500_df_subset[\"1y_return\"])\n",
        "plt.axhline(0, color='red')\n",
        "plt.axvline(-0.2, color='green')\n",
        "plt.xlabel('Positiveness')\n",
        "plt.ylabel('1y_return')\n",
        "plt.title('Scatter Plot')\n",
        "plt.show()"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "combine_1Y = SP500_df_subset.join(data_positiveness_subset)\n",
        "negative_1Y = combine_1Y[combine_1Y[\"positiveness\"] <= -0.2]\n",
        "ER_1Y = negative_1Y[\"1y_return\"].mean()\n",
        "SD_1Y = negative_1Y[\"1y_return\"].std()\n",
        "SP500_df_clean = SP500_df.dropna()\n",
        "regER_1Y=SP500_df_clean[\"1y_return\"].mean()\n",
        "regSD_1Y=SP500_df_clean[\"1y_return\"].std()\n",
        "count_pos_negative_1Y = (negative_1Y[\"1y_return\"] >= 0).sum()\n",
        "count_neg_negative_1Y = (negative_1Y[\"1y_return\"] < 0).sum()\n",
        "count_pos_combine_1Y = (combine_1Y[\"1y_return\"] >= 0).sum()\n",
        "count_neg_combine_1Y = (combine_1Y[\"1y_return\"] < 0).sum()\n",
        "prob_negative_1Y = count_pos_negative_1Y/(count_pos_negative_1Y+count_neg_negative_1Y)\n",
        "prob_combine_1Y = count_pos_combine_1Y/(count_pos_combine_1Y+count_neg_combine_1Y)\n",
        "print(f\"The expected return of investing 6M when FOMC have bad sentiment is {ER_1Y}\")\n",
        "print(f\"Regular expected return of investing 6M is {regER_1Y}\")\n",
        "print(f\"The standard deviation of investing 6M when FOMC have bad sentiment is {SD_1Y}\")\n",
        "print(f\"Regular standard deviation of return in investing 6M is {regSD_1Y}\")\n",
        "print(f\"The probability of getting a positive 6M return when FOMC have bad sentiment is {prob_negative_1Y}\")\n",
        "print(f\"Regular probability of getting a positive 6M return is {prob_combine_1Y}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "nNSY9_eA9-kP",
        "outputId": "122e2155-eae5-4589-efb7-a5b7dd46aa97"
      },
      "execution_count": 15,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "The expected return of investing 6M when FOMC have bad sentiment is 0.06547581206329994\n",
            "Regular expected return of investing 6M is 0.0972778849671928\n",
            "The standard deviation of investing 6M when FOMC have bad sentiment is 0.24176130624688946\n",
            "Regular standard deviation of return in investing 6M is 0.1560904718038072\n",
            "The probability of getting a positive 6M return when FOMC have bad sentiment is 0.7241379310344828\n",
            "Regular probability of getting a positive 6M return is 0.8012820512820513\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#Conclusion\n",
        "Investor should stay away from the period that FOMC meetings show bad sentiment. The lower than regular expected return and higher than regular standard deviation under bad sentiment periods indicate that when the meeting show bad sentiment, investing is at higher risk and lower return.<br>\n",
        "On the opposite, one way to take advantage from the result of this analysis is to invest in put option, as the low expected return and high standard deviation in S&P500 might indicate an opportunity to make a profit with put option."
      ],
      "metadata": {
        "id": "hlwy8nfUDhyk"
      }
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "FOnNO-5ShhTY"
      },
      "source": [
        "##Reference\n",
        "Yi, Y. (2020, June 10). FinBERT-tone. Retrieved July 5, 2023, from https://huggingface.co/yiyanghkust/finbert-tone. <br>\n",
        "Huang, A., Wang, H., & Yang, Y. (2023). FinBERT: A Large Language Model for Extracting Information from Financial Text. Retrieved July 5, 2023, from https://papers.ssrn.com/sol3/papers.cfm?abstract_id=3910214 <br>\n",
        "FedTools. (20223). Retrieved July 5, 2023, from https://pypi.org/project/Fedtools/\n"
      ]
    }
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